CONTINUITY UNDER CONDITIONS OF LOAD (CCL)
Jianjie Ji
September 6, 2026
CONTENTS
OPENING — The Problem of Continuity………………………………………………………......... 5
CHAPTER ONE | Continuity Without Identity…………………………………………………........10
CHAPTER TWO | Conditions in Variation……………………………………………………........ 15
CHAPTER THREE | Bearing……………………………………………………………………........21
CHAPTER FOUR | The Fork……………………………………………………………………........29
CHAPTER FIVE| Reordering…………………………………………………………………......... 37
CHAPTER SIX | What Continues?............................................................................................ 47
CLOSING……………………………………………………………………………………….......... 57
NOTES………………………………………………………………………………………… .......... 58
NOTATION……………………………………………………………………………………............ 61
REFERENCES…………………………………………………………………………………........ 62
OPENING — THE PROBLEM OF CONTINUITY
WHAT CONTINUES?
The question seems to ask us to identify something. Some things have changed, while something else remains; and it is precisely what remains that seems to give us a basis for attributing “continuity” to what has undergone change. We can still recognize the same person after many years; a living being is said to continue even while continually replacing its material composition; a practice can undergo technical transformation; an institution can persist through generations of changing participants. Change may be extensive, yet continuity seems still to require that these changes be changes of something.
This intuition is difficult to abandon because it connects continuity to identity without simply equating the two. Identity need not mean that every property remains unchanged. It can be relocated to another level: form, organization, memory, structure, history, or some sufficiently stable relational pattern. The question “What continues?” can therefore survive quite radical transformation so long as its answer is repeatedly transferred to another level. If matter does not remain, perhaps form remains; if form changes, perhaps organization persists; if organization changes as well, perhaps a history of dependence still secures the relation between what preceded and what follows.
Philosophy has repeatedly complicated this picture.
Bergson’s account of duration refuses to understand temporal existence as a series of mutually external states. What endures cannot be adequately explained by placing one completed state beside another and then searching for some factor they have in common. Duration concerns a continuity in which what has occurred does not simply disappear with the arrival of the present. The past is carried into the present, but not as an object preserved unchanged and transported from one moment to the next. Temporal difference itself belongs to duration.
Deleuze pushes the problem further from another direction. Difference need not be understood as a secondary alteration of an identity already given. If difference is productive rather than subordinate to identity, continuity can no longer simply mean that beneath a sequence of changes an original identity remains itself. The philosophical order of priority changes. We no longer begin with something that remains itself and ask how much change it can withstand. We must instead ask how relations among differences are possible without presupposing identity in advance.
Ingold brings this difficulty into the question of formation.
His emphasis on making, growth, movement, and correspondence resists a view of the world as composed first of completed objects upon which change subsequently acts. Form emerges in ongoing processes; materials are not passive occupants of predetermined forms; a line continues not because it joins two points whose identities are already complete, but because it extends in the activity of being drawn.
To begin from formation rather than finished form therefore already changes the problem of continuity.
What continues may not be a complete object carried intact through time. Continuation may belong more deeply to the activity of formation itself.
These thinkers cannot simply be merged into a single theory. Bergson’s duration, Deleuze’s difference, and Ingold’s account of formation belong to different philosophical projects. I do not treat them here as versions of one position.
Yet together they make one familiar answer increasingly difficult to sustain:
continuity cannot simply be equated with the persistence of an invariant bearer beneath change.
Removing that answer, however, does not solve the problem.
It makes the problem more difficult.
If continuity no longer depends on the persistence of an identical substance, component, or form, then the fact that “change has occurred” tells us almost nothing by itself about whether continuity remains.
Difference can belong to continuation.
Radical transformation may occur within continuation.
Yet for precisely this reason, difference cannot tell us when continuation has ended.
One process may be transformed and still continue.
Another may arise through consequences left by the first without thereby becoming a continuation of the first.
Both may be historically intimate.
Both may belong to the same causal field.
What forms later may inherit constraints, materials, problems, or possibilities left by what formed before. It may even be impossible without everything that preceded it.
But even under such strong connection, we still cannot determine whether we are confronting a transformation within a continuity or another formation arising through consequences left by a formation that no longer continues.
The difficulty, then, is not merely whether the past remains causally effective.
What has occurred must continue to matter.4
But to matter is not to determine what must follow; and even decisive influence upon what follows is not yet sufficient to establish that what follows belongs to the same continuity.
Here the problem ceases to be merely descriptive and becomes philosophical.
If continuity does not require strict identity, difference must somehow exist within continuity.
Yet difference itself cannot tell us whether continuity has been maintained or broken.
In either case, what forms later is different.
What we must understand, therefore, is not only how much has changed, but:
what relation is formed through the change?
Continuity cannot be understood merely by asking what has been preserved.
The more difficult question is this: when what has occurred participates in what may subsequently form, while the conditions and relations through which that participation occurs are themselves being transformed, how does what has occurred continue to matter?
This question requires us to slow down.
First, continuity must be loosened from identity without allowing every succession to count as continuity.
Then we must confront processes whose conditions of continuation are themselves changing.
Next, we must confront a powerful model of continuity in which matter and structure can change continuously while organization is reproduced.
Only then are we entitled to ask:
what happens if even this organization can no longer remain outside transformation?
Only there does the full difficulty of the problem appear.
If change is no longer imagined as something occurring against a stable background, the difficulty becomes sharper.
No process can continue “without conditions.”
It continues within material, relational, temporal, institutional, biological, or technical conditions. These conditions make some further developments possible while constraining others.
But conditions do not necessarily remain external to the process itself.
What has occurred can alter them.
A consequence can become part of new circumstances, within which further consequences are produced.
A way of continuing may therefore gradually alter the conditions required for further continuation.6
The process occupies a peculiar position:
it continues under certain conditions, while its own continuation participates in changing those conditions.
This is where the problem addressed here begins.
By under conditions of load, I do not mean merely that an external force is applied to an object. The phrase, developed in my earlier account of load, bearing, and re-ordering, points to a broader difficulty: consequences must be borne through relations, while whether those relations can continue to operate in the same way can no longer be assumed.7
Under such conditions, continuity cannot be secured merely by showing that “something remains after change.”
For the organization that made such persistence possible may itself enter transformation.
Autopoiesis offers an exceptionally powerful model for thinking this possibility.
Maturana and Varela allow us to think the persistence of a living unity without requiring its particular material composition to remain unchanged.
Components can be produced, transformed, and replaced while the organization of the network that produces those components continues.
The distinction between structure and organization is decisive.
It allows extensive structural change without reducing systemic continuity to material sameness.
Autopoiesis therefore cannot be treated merely as an example to which an already completed theory of continuity is later applied.
It brings us close to the center of the problem.
It gives a powerful answer to the opening question:
what continues need not be the components.
Perhaps what continues is the organization through which the production and transformation of those components remain an autopoietic process.
For that reason, the argument that follows cannot hurry past this answer.
We must remain within its force before asking the next question.
If structural transformation can occur while organization continues, what happens when consequences produced through continued operation no longer merely alter the structure in which organization is realized, but begin to alter the conditions under which that organization can continue to organize?
The question should not be answered too quickly.
Perhaps the range of transformation an organization can accommodate is wider than we first imagine.
Perhaps some changes that appear organizational are still best understood as structural changes within a continuing organization.
But another possibility may also arise:
continuing in the previous organizational manner may itself no longer secure further continuation.
At that point, the organization through which a process has continued is no longer merely what bears change.
It becomes implicated in the conditions that make further change necessary.
What continues?
can no longer be answered by searching for an invariant at a deeper level.
Matter may change while structure continues.
Structure may change while organization continues.
But if organization itself enters transformation, there is no obvious deeper invariant to which continuity can simply be transferred once more.
And yet—
this does not mean that continuity has necessarily ended.
That unresolved space is the real problem of this essay.
The argument will therefore not name every difficulty too early.
We begin with continuity without identity; then move into conditions that are themselves in variation; then into the more difficult problem of what happens when the relations through which consequences are borne become consequential themselves.
Autopoiesis will be central because it offers one of the strongest accounts of continuity through structural transformation.
And it is precisely its strength—not its weakness—that leads us to the more difficult question.
Only much later will we be entitled to ask whether an organization that has undergone transformation is still a continuation of the organization that preceded it,
or whether it is:
a formation that remains deeply consequentially related to what occurred before, yet belongs to another ordering.
For now, the question should remain open:
What continues?
CHAPTER ONE
CONTINUITY WITHOUT IDENTITY
If the question “What continues?” requires us to identify something that remains unchanged through transformation, continuity ultimately still depends upon identity. Change can occur, and can be extensive, but it must unfold around a core not completely touched by change. That core may be substance, form, structure, memory, or organization. Wherever it is placed, the basic logic remains similar: we can say that a process “continues” because among the things that change we can still recognize something that remains itself.
Once time is no longer understood as a sequence of completed states, however, this logic begins to loosen.
Bergson’s discussion of duration matters not simply because it emphasizes temporal continuity.1 More importantly, it changes the way continuity itself is posed.
If we divide a process into states t₁, t₂, t₃ and compare what is identical or different among them, we have already spatialized time. Each moment appears as a point that can be placed separately, and continuity must then be rebuilt between these points.
Duration is not composed by reconnecting mutually external instants.
One note has not completely vanished when another arrives. The earlier note is not stored somewhere as an independent object and then added back into the present. It remains, in another mode, within the whole that is forming. A melody becomes a melody not because each note remains unchanged, but because what has sounded does not become wholly external to the present when the next sound arrives.
A decisive shift has already occurred.
Continuity no longer means first:
something remains itself through time.
It begins to mean:
what has occurred is not simply excluded from what is occurring when something new appears.
The past is not preserved as an invariant object. Its way of entering the present has itself changed. It enters the present as past, not as a present that has somehow remained unchanged.
Continuity in duration is therefore not produced by identity resisting difference. Difference belongs to duration. The present is not a simple copy of the past precisely because what has occurred continues to operate while its mode of being has changed.
This opens the first real space for CCL.
If continuity can exist within temporal differentiation, we no longer need to search for a bearer entirely untouched by change. We can begin to imagine that continuity may require not immunity from transformation but that what has occurred has not, through transformation, become wholly irrelevant to what is forming.
Bergson does not thereby solve the problem for CCL.
He makes it harder.
Once difference is placed inside continuity, the fact that difference has occurred can no longer tell us that continuity has ended.
Change does not automatically constitute rupture.
But if change can belong to continuity, what kind of change still belongs to a continuing process, and what kind of change means that another formation has begun?
There is no answer yet.
We know only that continuity cannot simply be grounded in the absence of difference.
Deleuze’s treatment of difference pushes this difficulty further.2
If difference appears only after an already existing identity has changed, identity still retains philosophical priority. We first know what something is and then describe how it becomes different. Difference remains a variation of something more original.
Deleuze refuses this priority.
Difference need not wait for a completed identity. Formation, repetition, and transformation can produce what is only later recognized as “the same” or “different.” Identity need not be the condition of differentiation; it may itself be an effect formed within differentiation.
“What continues?” therefore changes again.
If identity itself can form within becoming, we cannot first establish an A and then interpret every later state as a modification of that A.
We habitually write:
A → A′.
The notation appears innocent.
But it already says a great deal.
The prime does not merely tell us that change has occurred. It also tells us that what has changed on the right can still be written as a later form of the A on the left.
The notation has already answered the question:
difference has occurred, but not enough to make this something other than A.
Where does that judgment come from?
If identity no longer has priority, A′ cannot receive its prime merely because it occurs after A.
We must at least temporarily write:
A → X.
X does not mean absolute unknowability or arbitrary possibility. It simply refuses to decide in advance the relation between what forms later and what formed before.
This is crucial for CCL, but it does not yet require a special concept.
The difficulty should remain where it is.
X may be extremely different from A.
But the degree of difference does not settle the issue. Radical transformation may occur within a continuing formation; a minor difference may fail to establish continuity. Quantifying “how much difference” cannot tell us when the prime is licensed.
The problem shifts from:
How much has changed?
to:
What relation is being formed through the change?
Deleuze does not give us a criterion of continuity. He changes the philosophical order of the problem.
We can no longer assume identity and then place difference inside it.
Difference must be allowed to occur first.
Only then can we ask: within this difference, what relational determination entitles us still to speak of continuity?
Even here, however, we may retain another insufficiently examined assumption: that there are already formed terms, and only afterward do relations occur between them.
This is where Ingold moves the problem again.
For Ingold, formation is not the passage of a completed object from one state to another.3
His work repeatedly resists a static picture: first there are finished objects; then those objects enter relations, encounter forces, undergo interactions, and produce new forms.
If form itself emerges through movement, growth, making, and correspondence, A never stands outside process as something completely finished.
This is especially clear in materials.
Materials are not passive executors of a formal plan. The grain of wood, the direction of fibers, humidity, the resistance of a tool, the movement of a hand are not accidental conditions that must be overcome in order to realize a form already complete in thought. They participate in the generation of form. Making is not the imposition of a pre-existing shape upon indifferent matter; it is formation through ongoing response.
Formation is therefore not merely a result appearing after change.
Formation itself is ongoing.
Continuity acquires a possibility very different from persistence.
If a line continues through being drawn, its continuation does not depend on a completed shape remaining invariant at every instant. It continues because new movement continually enters movement already made. The later line is not a copy of the earlier line, but neither is it a second line unrelated to it.
Ongoingness now appears closer to continuity than identity does.
This is compelling because it removes the need to search for an invariant hidden behind transformation. A process can continue through continually forming rather than through protecting a finished form.
But we must stop here.
For ongoing formation, while escaping finished identity, may simply move the difficulty of continuity elsewhere.
If a process is still occurring, we can certainly say that formation is ongoing.
But is ongoingness itself sufficient for continuity?5
Imagine that one formation produces consequences that become conditions for another formation. The second does not escape the first; it may be possible only through the first. The whole field may remain in movement, without stasis, absolute interruption, or completed objects withdrawing from process.
From the standpoint of formation, everything is still becoming.
Yet we can still ask:
is what forms later continuing the earlier formation,
or merely continuing to form in a world altered by the earlier formation?
These are not the same question.
If every ongoing formation counts as continuity, continuity becomes too broad. So long as consequences continue to produce consequences, movement does not stop, and new formations arise from prior conditions, continuity could never genuinely break.
We would then lose the ability to say why some transformations are understood as the continuation of a process while others, inseparable from what occurred before, constitute the beginning of another process.
Ingold frees us from finished form.
Precisely for that reason, he brings us to a more exact question:
If formation is ongoing, what makes one formation a continuation of another rather than merely a subsequent formation arising within the same field of becoming?
The answer cannot restore a fixed identity. That would cancel what has been gained through Bergson, Deleuze, and Ingold.
But neither can it be solved by celebrating flux, movement, or becoming.
Movement can continue while continuity remains a problem.
Here the difficulty of the opening question becomes clearer.
What continues?
Perhaps the answer should not be sought in a thing hidden beneath change.
But without such a thing, continuity cannot simply be handed over to process itself.
The fact that process continues to occur does not automatically tell us in what sense continuation occurs.
We are therefore led to another problem.
If continuity depends neither on invariant identity nor simply on ongoing formation, we must examine the conditions in which formation occurs.
A process never continues abstractly.
It continues within conditions that have already formed and are themselves changing.
And perhaps more importantly:
its continuation changes the conditions under which it can continue next.
That is the starting point of the next chapter.
CHAPTER TWO
CONDITIONS IN VARIATION
If formation is always underway, the problem of continuity does not arise only between one formation and another. It also arises within the conditions that make further formation possible.
This is easy to overlook.
When we say that a process changes, we usually preserve a relatively stable background: environment, rules, material conditions, institutional structures, technical systems, or some relational field against which change can be recognized and described. The process occurs within these conditions; they constrain it and provide possibilities. Even if the process changes continually, its continuation can still be understood through its relation to a relatively stable environment.
The situation changes when conditions themselves vary.
More importantly, those changes do not always come from outside the process.
An event leaves consequences. Consequences enter the conditions of what occurs later. What occurs later produces further consequences, which alter subsequent conditions. Conditions therefore cease to be merely a background through which a process passes. They acquire temporality of their own.
Whitehead’s process philosophy provides an important entrance into this problem.⁸
One of Whitehead’s deepest challenges to a philosophy of substance is not simply that the world “constantly changes.” If that were all, process philosophy could remain a philosophy of motion: there would be things, only those things would always be changing.
The more radical shift is that completed entities are no longer treated as the basic units of reality to which relations, events, and changes are subsequently added. Actual entities become what they are through becoming; how an actuality forms is inseparable from how it takes up, responds to, and reorganizes a world that has already occurred.
What has occurred does not become irrelevant by being complete.
It enters what forms later.
But this entry is not simple replication.
The past does not hand an intact copy of itself to the future. It enters as what has occurred and becomes a condition of later becoming.
This allows us to restate the problem left by the first chapter.
If A has occurred and X later appears, X does not arise in a blank space indifferent to A.
We may provisionally write:
A → Cₐ → X.
Cₐ does not mean that A alone determines a closed condition. It means only that the occurrence of A participates in forming conditions under which X can subsequently occur.
This distinction is decisive.
A → Cₐ
does not mean that
Cₐ → X
already contains X in advance.
Conditions are not blueprints of outcomes.
What has occurred can alter what may happen later without determining what must happen later.
Consequential force and future openness are therefore not mutually exclusive.
A later formation can be deeply constrained by what preceded it while remaining irreducible to those prior conditions.
We cannot make a simple choice between determination and indeterminacy.
If X is not fully determined by A, X is not thereby independent of A.
Conversely, if A profoundly affects the emergence of X, X is not simply an unfolding of A.
The future can remain open without being conditionless.
It is open within conditions already altered by what has occurred.
The meaning of conditions has now begun to change.
Conditions no longer mean merely:
what surrounds a process.
They begin to mean:
what previous occurrence has helped make consequential for what can occur next.
But another step is needed.
If conditions are merely updated by prior events, we can still imagine them as a changing background.
A occurs.
The background changes from C₁ to C₂.
B occurs in C₂.
The background becomes C₃.
Thus:
C₁ → C₂ → C₃.
This picture is more complex than a fixed background, but it still preserves a tacit separation:
process on one side, conditions on the other.
Process produces effects.
Effects alter conditions.
The process then continues under new conditions.
The real difficulty may lie elsewhere.
For the relations through which a process continues may themselves belong to its conditions.
A living process continues not merely because an environment surrounds it. It depends upon relations through which matter can be taken in, transformed, and expelled; through which internal processes can sustain one another; through which certain differences can be maintained.
A practice continues not simply because an institution permits it to exist. It depends on relations among persons, materials, technologies, rules, memories, and habits.
An institution continues through relations by which responsibilities are distributed, decisions produce consequences, information is transmitted, and some actions can be taken up by others.
Conditions are therefore not all located outside a process.
Some conditions exist within the relational organization through which continuation occurs.
Once this is admitted, conditions in variation acquire a more difficult meaning.
Consequences produced by a process can alter not only its surrounding circumstances.
They may gradually alter:
the relations through which the process can continue to produce, transmit, and bear consequences.
This thought can easily be translated too quickly into feedback.
A system produces output; output alters the next operation; the system continues on the basis of modified information.
That recursive picture is important, and we will return to it.
But if the problem is prematurely understood as feedback, something more basic is missed.
Feedback usually still assumes a system capable of bringing previous consequences back into subsequent operation.
Operations may change, while the organization through which those operations still belong to “this system” is at least provisionally retained.
We are not yet entitled to assume this.
What if consequences do not merely modify operations, but gradually alter the relations through which operations can belong to one continuing process at all?
Then:
Cₙ → Cₙ₊₁
is insufficient.
For what changes is not only the content of a condition.
What may change is:
what it means for a condition to be a condition of this continuation at all.
We return again to What continues?
But the question has changed.
The first chapter showed that ongoing formation cannot automatically establish continuity.
Now we see that even when process always forms under conditions, conditions cannot be treated as an updating but external field.
The boundary between process and conditions becomes unstable.
What has occurred alters conditions.
Altered conditions affect further formation.
Further formation alters conditions again.
But this is not a closed cycle.
Every continuation occurs in a field altered by what preceded it yet not completely determined by it.
Thus:
What has occurred enters what follows without containing what follows.
This sentence must be allowed to remain for a moment.
It refuses two attractive answers.
The first is determination:
if A truly participates in the formation of X, X must somehow already be contained in A.
Then continuation becomes unfolding. The future merely realizes what was latent.
The second is independence:
if X cannot be deduced from A, then X belongs to an open future unconstrained by A.
Then openness is purchased at the price of severing consequential relation.
Neither is adequate.
What has occurred must be able to alter what can follow without thereby determining what must follow.
This is why conditions matter.
Conditions allow us to think a future that is neither predetermined nor conditionless.
They constrain, bias, open, close, delay, or transform possibilities of further formation, but they are not a list of an already written future.
More importantly, conditions themselves are formed.
A process, in continuing, does not merely select its next step from a given possibility field.
It participates in altering that field.
Here we approach the pressure central to CCL.
Suppose a process forms in C₁.
Its operation produces consequences.
Those consequences participate in forming C₂.
The process continues in C₂.
If this is merely environmental adjustment, we can still say that the same process adapts to new conditions.
But if the movement from C₁ to C₂ begins to affect the relations through which this process can continue, “adaptation” becomes insufficient.
The question is no longer only:
How does a process continue under changed conditions?
It becomes:
What happens when changed conditions alter the relations through which continuation has been possible?
There is an important distance between these questions.
The first allows the organization of continuation to remain given. Conditions change; the process adjusts.
The second makes that assumption unstable.
The relations through which continuation occurs may themselves enter change.
If those relations change, continuation can no longer be understood simply as the response of a given process to a changing environment.
For how the process continues now participates in determining:
what kinds of relations can subsequently allow it to continue.
Continuation therefore occupies a peculiar double position.
It depends upon conditions.
But it also produces consequences.
Consequences alter conditions.
Altered conditions may alter the relations upon which continuation depends.
A process’s past is not simply left behind.
It enters, as consequence, the world the process must subsequently face.
And that world includes the relations upon which its own continuation depends.
A new difficulty appears.
If relations merely transmit consequences, they can be treated as channels.
If organization merely allows a process to maintain itself under changing conditions, it can be treated as the support of continuity.
But when consequences begin to alter these channels themselves; when relations that previously made continuation possible become conditions that further continuation must confront; when organization no longer merely bears change but becomes implicated in the problems generated by change—
we can no longer speak only of conditions.
We must ask a different question:
through what are these consequences continued and borne?
And more difficult still:
what happens when the relations that bear consequences are themselves altered by those consequences?
Only here do we approach Bearing.
Not because another concept is needed for its own sake.
But because Conditions in Variation has brought us to a position it cannot adequately describe by itself.
CHAPTER THREE
BEARING
The preceding chapter left us not with the problem of how a process preserves itself in a changing environment, but with a more difficult question: when the relations through which continuation occurs are themselves altered by prior consequences, what is it that continues?
The question requires us to leave behind a natural picture in which a process stands at the center while conditions change around it. The environment changes, the process responds; new pressure appears, the process adjusts; so long as adjustment succeeds, we tend to say that the process continues.
But this description preserves one untouched position: the process capable of responding to change.
Even if components change, operations adjust, and exchanges with the environment continue, we still assume some organization through which these changes can be understood as changes of this process.
This is not a trivial assumption.
Some of the most important twentieth-century accounts of life and self-organization begin precisely here.
Maturana and Varela’s concept of Autopoiesis gives a particularly powerful answer. Its importance lies not merely in the claim that living systems are self-producing, but in the way it changes how a living unity can remain a unity through continuous material transformation.9
A living system does not depend on the permanent existence of the particular components composing it.
Molecules are produced and decomposed; matter enters and leaves; concrete structures continually change. The actual materials constituting a living unity need not remain identical through time.
If continuity required component identity, life itself would be almost impossible to understand as continuous.
The breakthrough of Autopoiesis lies here.
It moves the question from whether components remain unchanged to the organization through which a system continually produces the components that constitute it.
Maturana and Varela’s distinction between organization and structure is especially important.10
Structure refers to the actual components and relations through which a concrete unity is realized at a given moment. Structure can change and, in living systems, necessarily does.
Organization does not name a list of components. It refers to the relations that must be realized for a unity to be a unity of a given kind.
A system’s structure may therefore undergo extensive change while its organization continues to be realized.
Continuity acquires a form more complex than material persistence.
We no longer need to ask:
Are the same components still present?
We can ask:
Is the organization through which the system produces and maintains itself still being realized?
This does not smuggle an invariant substance back behind change.
The force of Autopoiesis is precisely that components may continually arise, disappear, and be replaced while the living unity is understood as a network of processes continually realizing its own organization.
Processes produce components.
Components participate in realizing the processes that produce components.
The system does not first exist as a completed thing and then perform self-maintenance. It becomes itself through this ongoing production.
Continuity through change no longer appears mysterious.
Change is not even simply an obstacle continuity must overcome.
Continuous structural change is, in an important sense, the normal mode of autopoietic existence.
This matters for CCL because it prevents us from claiming too quickly that the loss of component identity creates a wholly new philosophical problem of continuity.
It does not.
Autopoiesis already gives a powerful account of how a unity can continue while its material realization continually changes.
If CCL is to move further, it cannot stop at “continuity without component identity.”
It must enter a more difficult position.
But not yet.
The answer offered by Autopoiesis must first be allowed to unfold.
An autopoietic system does not maintain itself by preventing external influence.
It exists in interactions.
Changes in the environment can trigger structural changes within the system, and those structural changes alter how the system can subsequently interact with its environment.11 Maturana and Varela later describe this continuing mutual perturbation and structural transformation in terms of structural coupling.
Autopoiesis therefore does not require a living unity to freeze itself in order to remain continuous.
It must continually change.
A living system incapable of structural change is not thereby more stable; it may become unable to continue realizing its autopoietic organization.
We obtain a powerful model:
the environment changes;
the system’s structure changes;
the new structure allows the system to continue realizing its organization under altered circumstances;
further interactions produce further structural change.
No invariant material core is required.
We may represent the relation schematically:
S₁ → S₂ → S₃. (e)
This formula can mislead if read as a closed internal trajectory. Every structural transformation occurs through concrete interactions between system and medium. The arrows mark successive structural realizations, not a simple linear causal sequence.
What matters is that through these structural transformations the autopoietic organization continues to be realized.
We may therefore write:
O_A(S₁) → O_A(S₂) → O_A(S₃). (f)
O_A is not a substance hidden behind structures. It indicates that different structural realizations continue to realize the organization through which this autopoietic unity is constituted.
If the question is only:
How can a system continue while its structure changes?
Autopoiesis gives an exceptionally strong answer.
Continuity does not require structural identity.
It requires organization to continue being realized through structural transformation.
We should allow this answer its full force.
Only then does the next difficulty matter.
The difficulty begins with a small movement.
So far, structure can change while organization provides the basis on which these structural changes remain changes of the same autopoietic unity.
Structure changes; organization persists.
But what if the structural history of the system does not merely alter how it operates within a given organization, but gradually alters the relations through which self-production itself is realized?12
This cannot be solved by simply saying that “organization can change too.”
In the strict sense of Autopoiesis, organization is not an attribute a system can replace as it replaces a component.
Organization specifies the relational constitution of the unity as this kind of unity.
If those constitutive relations cease to be realized, the problem is no longer merely structural change.
We may be facing the disintegration of the autopoietic unity.
Autopoiesis therefore draws an important line.
On one side, it permits enormous structural plasticity.
On the other, that plasticity remains the change of one living unity because autopoietic organization continues to be realized.
Organization thus performs decisive philosophical work:
it permits difference while providing a criterion of continuity.
Precisely for that reason, another question appears.
If organization itself enters transformation, how should the unity that follows be described?
Do not answer yet.
Suppose an autopoietic organization O_A continues to realize itself through a series of structural transformations.
Those transformations are not without consequences. Every structural change alters how the system can subsequently interact, respond, produce components, and maintain further operation.
Over time, such consequences may accumulate.
But accumulation is not the essential point.
The point is that the ways in which an organization has realized itself may gradually become conditions that later continuation must confront.
A process continually adjusts its structure in order to maintain itself. These adjustments successfully preserve viability. Yet every successful adjustment alters the structural condition from which the next adjustment begins.
Self-maintenance is therefore not historyless.
Successful continuation produces consequences that further continuation must bear.
This does not mean that the system “remembers” all its past, or that all past states persist in present organization.
Nor does history become a hidden cause determining the future.
It means only:
successful continuation is not consequence-free.
How a system continues changes the conditions under which it will later continue.
When those consequences begin to touch the relations through which continuation is realized, the question is no longer:
How does the organization respond to changing conditions?
It becomes:
What happens when the organization through which change has been borne becomes itself part of what subsequent continuation must bear?
Here lies the turn of this chapter.
I use Bearing to point toward this problem.
Bearing is first not a force.
It is not a special mechanism inside a system responsible for withstanding pressure.
Nor is it a hidden principle guaranteeing continuity.
Bearing names a relational condition in which consequences do not merely occur but must be borne through relations, while those relations, in bearing consequences, may themselves enter the conditions of subsequent consequence.
Bearing therefore differs from simple causal transmission.
If A causes B and B causes C, we have a causal sequence.
But causal connection does not tell us how B bears the consequences of A, nor whether the relations through which A’s consequences enter B are themselves altered in the process.
Bearing asks not merely whether consequence is transmitted but:
through what organization can consequences continue to matter?
In the simplest case, such organization may remain relatively stable.
Consequences alter components.
They alter operations.
They alter environmental relations.
Yet the organization through which these consequences can be incorporated, redistributed, or responded to remains in place.
This comes close to many cases described by Autopoiesis.
But Bearing begins from a less stable position:
what happens when the organization that bears consequences becomes part of the consequence-bearing field?
We may provisionally write:
B_n → K_n → C_{n+1}. (g)
B_n marks a Bearing relation at a given stage, K_n the consequences produced and borne through that relation, and C_{n+1} the altered conditions whose formation those consequences enter. The notation is summarized at the end of the manuscript.
The sequence itself is not the main point.
The next step is:
C_{n+1} → B_x. (h)
I deliberately do not write:
B_n → B_n′.
We are not yet entitled to do so.
Altered conditions have touched the Bearing relations.
A new relation B_x appears.
It may belong to a transformation of prior Bearing.
It may not.
The fact that B_x is formed through consequences generated by B_n does not decide the issue in advance.
Here Bearing and continuity begin genuinely to separate.
Return to Autopoiesis.
Suppose organization O_A realizes itself through continuing structural change. So long as the constitutive organization remains realized, we have good reason to say that autopoietic unity A continues.
Now imagine that consequences formed through long structural coupling eventually touch the organization through which autopoietic production is this production at all.
We may write:
O_A → O_X. (i)
X matters.
It is not a symbol of ignorance.
We do not write X merely because “we do not know what the future will be.”
We may know the later system’s structure, operations, and causal history in great detail.
We may even know that O_X could arise only through conditions formed by the previous operations of O_A.
Yet another question remains:
Is O_X a transformed continuation of O_A, or another organization whose formation is inseparable from the consequences of O_A?
Autopoiesis sharpens the problem because if organization is constitutive of autopoietic identity, a change of organization appears to mean that the original unity no longer exists.
We could then write:
O_A → O_B.
A ended; B emerged.
B may fully inherit conditions formed by A.
It may arise from transformed components of A.
It may use structures left by A.
It may even be possible only through the entire prior operation of A.
These consequential connections may be extremely strong.
But they do not automatically prove:
O_B = O_A′.
This reveals a distinction not yet fully faced.
A later organization can be viable because of A without thereby being a continuation of A.
Viability asks whether the later organization can continue operating.
Self-production asks whether it can produce the components and relations required to maintain its own organization.
Neither question is identical with:
In what sense does this later organization continue the earlier one?
Thus:
How B continues as B
is not the same question as:
Whether B continues A.14
This is not a refutation of Autopoiesis.
It is Autopoiesis that makes the distinction so clear.
It gives us a strong model of self-continuation. Precisely because the model is strong, we can see its boundary with another question of continuity.
Bearing lies at this boundary.
It does not tell us whether O_X should be judged O_A′ or O_B.
It does not provide a mechanism automatically reconnecting a transformed organization to its predecessor.
It reveals why the question becomes unavoidable.
A process produces consequences.
Those consequences alter further conditions.
Further conditions alter the relations through which the process continues.
Those altered relations become the way further consequences are borne.
Thus:
the organization of continuation becomes part of what must itself be borne.13
Continuity can no longer be solved simply through organizational persistence.
But neither can it be declared ended merely because organization has changed.
For the new organization does not arise from a field indifferent to prior consequences.
It forms within conditions produced in part through prior Bearing.
We therefore stop at a peculiar position.
Causal and consequential connection remains.
Organizational identity is no longer sufficient to extend itself directly.
We know:
O_A → O_X.
But we do not yet know whether we may write:
O_A → O_A′.
Nor may we simply write O_A → O_B merely because organization differs.
No notation can decide the relation in advance.
This is Bearing’s most important result.
Bearing does not guarantee continuity.
It does not even tell us whether continuity will finally obtain.
It brings a process to the point where the organization through which continuation has been sustained has entered, through its own consequences, the conditions of further continuation, and that organization must itself now change.
Transformation may therefore become necessary.
But the necessity of transformation does not mean that transformation must occur as continuity.
This must remain open.
Otherwise every transformation formed through prior consequences would count as continuation, and the X in O_A → O_X would lose its force.
The prime would be smuggled back in before the problem had genuinely appeared.
The chapter must therefore stop here.
Not because we lack information about O_X.
But because information about origin, causation, structure, viability, and consequence still does not decide what relation O_X bears to O_A.
Autopoiesis has brought organizational continuity to one of its strongest forms.
Bearing shows that when the organization through which continuity has been sustained becomes consequential within the conditions of further continuation, continuity can no longer be secured merely by the persistence of organization.
The real question is no longer:
Can the process survive transformation?
It is:
When transformation has become necessary, in what sense—if any—does what follows continue what preceded?
The difficulty does not yet have a name.
The next chapter remains within it.
CHAPTER FOUR
THE FORK
The preceding chapter stopped at a position we were not yet entitled to name.
We know that O_A has occurred. We also know that it has not simply disappeared. Its consequences enter the conditions of later formation; the ways in which it maintained itself alter what can later occur; even the formation of a later organization may be possible only through those consequences.
Thus:
O_A → O_X. (j)
This is not an empty line between unrelated organizations.
Yet we still lack sufficient reason to write:
O_A → O_A′.
More causal information cannot solve the problem.
Even if we know where every component of O_X came from, which events produced which transformations, and how O_A participated in forming the conditions of O_X, we have not answered a more specific question:
What relation has formed between O_X and O_A?
We must remain here.
There is a strong temptation to grant O_X a prime because it forms from conditions altered by O_A and because what occurred remains consequentially active.
But is consequence sufficient to establish continuity?
Catherine Malabou’s work on plasticity makes this question especially sharp.15
Plasticity does not merely mean that a material receives force, changes shape, and remains capable of further deformation. It has a more complex movement: receiving form, giving form, and also the possibility of the destruction of form. In Malabou’s later discussion of destructive plasticity, transformation can no longer safely be understood as modification of an already existing identity.
Some events do not merely leave changes upon a form that can absorb them.
They alter how form can subsequently form.
Later formation is not thereby unrelated to what preceded it. It may be profoundly constituted by the event. Injury, trauma, neurological transformation, or rupture from which there is no return to the previous organization may produce a later formation with an exceptionally strong consequential relation to what came before.
Without the prior event, there would be no later formation.
But this alone does not tell us:
Is what forms later a transformation of the earlier identity, or a formation that can no longer be adequately described through that identity?
Destructive plasticity matters to CCL because it prevents “being profoundly affected by what has occurred” from being equated with “continuing what has occurred.”
Later formation can carry the consequences of prior occurrence.
It can be transformed in every important respect by prior occurrence.
Yet:
to be constituted through what has occurred is not yet the same as to continue what has occurred.
If this distinction is ignored, continuity expands until it covers almost every consequentially connected transformation.
Any later formation that can be traced to prior conditions, bears the effects of prior events, or does not arise ex nihilo could then be called continuation.
Continuity would become indistinguishable from causal history, inheritance, or path dependence.
Malabou forces us to see:
rupture can have a history.
A new formation can remain entirely within prior consequences.
Severance does not require the absence of consequence.20
This places Autopoiesis in an illuminating position.
Autopoiesis tells us from one side not to treat structural difference too quickly as loss of continuity.
Components can change.
Structures can change.
Relations with the medium can change continually.
So long as constitutive organization remains realized, the living unity can continue through those transformations.
Difference is therefore insufficient to prove discontinuity.
Malabou exerts an almost opposite pressure.
Even when a later formation is deeply constituted through prior occurrence, even when later form becomes what it is only through prior transformation, continuity cannot simply be inferred.
Thus:
difference does not prove severance.16
But:
consequence does not prove continuity.17
We are caught between these judgments and cannot escape by choosing one.
If continuing realization of organization is treated as sufficient for continuity, then once organization itself changes we must simply declare the prior unity ended.
If deep constitution through prior occurrence is enough to establish continuity, we lose the ability to distinguish continuation from consequential succession.
The real question is no longer:
Did change occur?
Nor:
Did the earlier formation cause the later one?
Nor even:
Does the later formation still carry consequences of what preceded it?
All may be answered affirmatively while the question of continuity remains unresolved.
Return to O_X.
Suppose O_X is strongly causally connected to O_A.
Suppose its emergence depends on altered conditions produced by O_A.
Suppose it continues to handle consequences that exist only because O_A occurred.
All this may be true.
Now consider two possibilities.
In one, the new organization of O_X changes how prior consequences are borne while allowing prior formation to remain consequentially participatory in how further continuation is organized.
In the other, O_X is equally formed through prior consequences, equally inherits altered conditions, and equally cannot be explained apart from O_A; yet its organization no longer lets prior formation enter further formation in a relation of continuation.
Both have history.
Both have causation.
Neither begins from nothing.
Both may display powerful path dependence.
We cannot distinguish them by asking which is “more strongly connected” to the past.
This is not a question of connection strength.
There is no reliable scale:
weak connection → strong connection → continuity.
Consequences do not become continuity simply by becoming numerous, inheritance deep, or causal dependence strong.
Continuity is not the maximal degree of connectedness.
A formation can be thoroughly altered by the past without thereby becoming the past’s continuation.
Conversely, a process need not preserve large numbers of identical components, forms, or structures in order to continue.
We therefore face not a quantitative problem but a relational one.
Yet “relation” is itself too broad.
Causation is a relation.
Inheritance is a relation.
Temporal succession can be described relationally.
To say that continuity is relational solves nothing by itself.
We must ask more precisely:
How is difference itself formed in relating?
This differs from comparing two completed organizations.
If O_A and O_X are treated first as finished terms and then measured for sameness and difference, we return to identity measurement.
What matters is that in the transformation from O_A to O_X, the relation of what follows to what preceded is itself being formed.
Difference does not merely exist between two completed terms.
Difference also occurs in the mode of relating.
We may call this relational differentiation.
The term must be used carefully.
It does not merely mean that relations “become different.”
Two relations may of course differ: r₁ ≠ r₂.
That is difference between relations.
Relational differentiation means something more: in transformation, what it means for what follows to relate to what preceded is itself undergoing determination.
We do not first possess two complete formations and then attach the labels “continuous” or “discontinuous.”
Their relation becomes judgeable through formation.
This also means that a judgment of continuity cannot be wholly made in advance, but neither need it be postponed to an infinite final future.
At some stage, sufficient relational formation may exist to say:
here there is continuation through difference,
or:
here another ordering has formed.
Such a judgment can be real without claiming that the future can never again alter the relational field.
Determination does not require finality.
A relation can be locally determinate without the entire future being closed.
Only now can the difficulty be named.
I call the position of relational differentiation within transformation the Fork.
The Fork is not a pre-existing junction at which two roads wait for a process to choose between them.
It is not decision.
It is not uncertainty.
It is not an observer’s multiplicity of possibilities caused by insufficient information.
Nor is it a system jumping from one branch to another within a given possibility space.
If the Fork meant any of these things, it would remain inside a picture of already given alternatives: A reaches a node, B or C lies ahead, and some cause, choice, or contingency actualizes one.
The Fork required by CCL is different.
It appears when transformation has reached a point at which the relation of what follows to what preceded can no longer be automatically determined by temporal succession, causal connection, organizational similarity, or consequential dependence.
What occurs is not selection among pre-existing alternatives.
It is:
difference itself must acquire a relational determination.
A Fork therefore does not require two actual outcomes.
The world need not produce both O_A′ and O_B for an observer to compare.
Only one O_X may actually form.
The Fork still exists.
The question is not how many roads reality produces.
It is:
In what relation does this one actual formation stand to what preceded it?
This is why the Fork is ontological before it is epistemic.
We may possess complete information and still require the distinction.
Conversely, we may be radically uncertain without encountering a Fork at all. Lack of knowledge does not create relational differentiation.
The Fork marks a real problem within transformation: the emergence of later formation does not automatically carry its relational status toward prior formation.
The meaning of X now becomes clearer.
O_A → O_X
does not mean “we do not know what X is.”
X is not a blank awaiting more empirical data.
It suspends something else:
we do not yet grant the relation expressed by the prime.
This is why the prime must be handled carefully.
In:
O_A → O_A′
the prime looks small, but it carries a philosophical judgment.
It says: difference has occurred; organization may have changed; yet what follows can still be understood as a continuation of what preceded.
The prime cannot come merely from succession.
Nor resemblance.
Nor causal descent.
Nor the persistence of consequences.
The prime cannot be assumed. It must be earned.18
But the Fork itself is not the criterion.19
If the Fork were defined as a decision rule listing the conditions under which the prime is granted, continuity would become a classification system.
The Fork’s role is more limited and more fundamental.
It tells us that a distinction can no longer be avoided.
Earlier we could allow formation to proceed provisionally.
We could observe structural change.
Trace consequences.
Describe altered conditions.
See Bearing relations themselves transform.
At the Fork, however, the relational status of difference becomes the problem itself.
The Fork does not decide the answer.
It prevents the answer from being smuggled in.
We can now return to Bearing.
Bearing leads to the Fork not because two hidden roads lie within it.
Bearing does not “produce” a Fork like a bifurcation machine.
Rather, when consequences borne through Bearing finally alter the organization of Bearing itself, the previous mode of relating can no longer by itself prescribe the form of further relating.
Transformation becomes necessary.
But necessity of transformation is not necessity of continuity.
Nor necessity of severance.
Thus:
B_n → B_X. (k)
and
O_A → O_X
express the same difficulty.
Later formation is not independent of prior Bearing.
Prior Bearing cannot simply continue under its former organization.
But these facts together still do not generate a prime.
That is the position of the Fork.
It is not between two things.
It is in the process by which relating itself becomes differentiated.
This also explains why severance cannot mean disconnection.
If O_X becomes another ordering, it may remain full of O_A’s consequences.
It may continue to inhabit conditions altered by O_A.
It may have to respond to problems left by O_A.
Materially, causally, or structurally, it may arise almost entirely from O_A.
Another ordering therefore need not stand outside prior formation.
Beginning does not require ex nihilo.
Likewise, continuity cannot mean staying “inside.”
A continuing formation can undergo radical organizational transformation, lose prior forms and components, and alter its basic relations with the environment.
Continuity is not staying inside.
Severance is not moving outside.
They describe different relational determinations within transformation.
The Fork is therefore subtler than rupture.
Rupture readily suggests an event dividing before from after.
A Fork need not have such an instant.
Relational differentiation may form through time.
Not because the Fork occupies a special temporal container, but because relations themselves take time to form.
As transformation unfolds, we may gradually see what relation what follows bears to what preceded.
Once that relation is sufficiently formed, judgment can be locally warranted.
Not globally guaranteed.
The prime question left by the first chapter now returns.
Where does the prime in A → A′ come from?
We now know at least where it cannot come from.
Not identity.
Not mere difference.
Not succession.
Not causation.
Not ongoing formation itself.
Not viability.
Not merely continued consequential relevance.
All may be present while the prime remains unestablished.
Yet continuity cannot therefore become a mysterious additional property, an invisible bond outside all causal, material, and organizational relations.
There is no such thing.
The prime can acquire meaning only in the relational formation of transformation.
The Fork makes this explicit.
Difference can no longer receive its relational status from prior organization alone.
But we still know only why the prime cannot be assumed.
We have not yet said positively what it describes if it can be earned.
We know what cannot automatically count as continuity, but not yet how continuation through organizational transformation can become possible.
A term we have deliberately avoided using too early now becomes necessary.
If later organization is neither preservation nor repetition of prior organization; if it cannot be called continuation merely because it arises through prior consequences; but if transformation does form a relation through which what preceded continues to participate in how further consequences can be borne—
then we must ask:
what gives the “re-” its force?
This brings us to Re-ordering.
CHAPTER FIVE
REORDERING
The preceding chapter showed why transformation itself cannot grant continuity. The Fork appears because the relation between later formation and prior formation cannot be automatically decided by succession, causation, similarity, or even continued consequential connection.
But the Fork still does not tell us what Reordering is.
Indeed, what must first be fully acknowledged is not Reorderingbut its other possibility:
another ordering.
If another ordering is excluded from the beginning, the “re-” has no philosophical force. Any later organization formed from prior conditions could be called Reordering; any transformation carrying prior consequences could be understood as continuity.
The re- would distinguish nothing.
We therefore begin again from:
O_A → O_X. (l)
X is not ignorance. We may know exactly how the later organization formed and how deep its causal and material relation to O_A is.
What remains unsettled is:
what relation does this later ordering bear to the ordering that preceded it?
If it is simply a new organization formed with the participation of prior consequences, then:
O_A → O_B
is entirely possible.
B need not begin from nothing.
It may carry A’s materials, form within conditions altered by A, respond to problems left by A, and even become possible only through A.
None of these facts alone makes B into A′.
Before speaking of Re-ordering, we must therefore allow:
Another ordering can arise from the consequences of a prior ordering without thereby becoming its continuation.
Only if this possibility is real does the re- require explanation.
DeLanda’s work on assemblage makes the problem harder, not easier.21
An assemblage is not a whole that completely internalizes its components. Components can enter different assemblages and display different capacities within different relations. What a component can do in a given assemblage is not wholly determined by an identity it possesses independently of relations.
The coherence of an assemblage therefore need not rest upon an invariant internal essence.
Territorialization can give certain relations relative stability; deterritorialization can loosen them; components can detach, recombine, and enter new configurations. Boundaries, capacities, and modes of organization may all transform.
This matters because it removes a tempting model of continuity.
We can no longer assume that if continuity survives transformation, some invariant whole must have crossed from one side of transformation to the other.
There may be no such whole.
An earlier assemblage may disaggregate.
Components may re-enter relations.
Capacities may actualize in configurations that did not previously exist.
A later assemblage may be materially and causally intimate with an earlier assemblage without secretly preserving an intact A.
Thus:
the whole need not persist for transformation to occur.
But precisely here the problem sharpens:
once the persistence of the whole is removed, the “re-” can no longer be assumed.
Assemblage theory can describe reconfiguration powerfully, but reconfiguration alone does not determine continuity.
We may know which components remain.
Which relations have changed.
Which capacities appear in the new assemblage.
Which territorial relations have loosened and which new relations have stabilized.
Yet this knowledge still permits at least two cases.
An earlier assemblage may continue through transformation in a new organization.
Or the dissolution of the earlier assemblage may provide materials, capacities, and conditions for another assemblage.
Both can be relational.
Both historical.
Both strongly causally dependent.
Therefore:
Reconfiguration ⇏ Re-ordering.22
DeLanda does not solve Reordering for CCL.
His work removes a simple answer.
We cannot rely on an invariant whole to guarantee the re-.
We must return to Bearing.
Prior organization is not merely an arrangement of components.
It is also an organization through which consequences are borne.
Some consequences are transmitted through certain relations; others are delayed, redistributed, or transformed; some enter further formation, while others may no longer be bearable through the existing organization.
Bearing therefore never means only:
what is carried.
It concerns:
how what has occurred can continue to matter through an organization of relations.
So long as this organization remains sufficient to bear altered conditions, extensive reconfiguration may occur without raising the problem of Re-ordering.
Components may change.
Operations may adjust.
Some relations may disappear and others arise.
The changes may be large.
Reorderingbecomes necessary not because “a great deal has changed.”
It appears under another pressure:
the organization through which consequences have been borne has itself become part of what must now be borne.
This differs from reconfiguration in general.
Suppose an earlier formation contains relations:
{r₁, r₂, r₃}
and later:
{r₄, r₅, r₆}.
By itself this tells us only that organization differs.
Even if r₄, r₅, r₆ form under conditions produced by operations of r₁, r₂, r₃, we know only that later relations are consequentially connected to earlier relations.
Bearing requires another question:
Has this transformation altered how prior consequences can subsequently enter further formation?
What changes is not merely the arrangement of relations.
It is the pathways of bearing.
Here Reorderingfirst separates from ordinary reconfiguration.
Not because the new organization is more stable.
Not because it is more efficient.
But because transformation has entered:
how consequences can subsequently be borne.
Even now we cannot grant the re- too quickly.
Another ordering can also establish new pathways of bearing.
B may bear consequences left by A and still be B.
The problem must continue.
This is where recursivity becomes important.
Yuk Hui’s discussion of recursivity allows us to see that the relation between a process and its consequences need not be one-way.23
An operation produces a result; that result can re-enter subsequent operation and alter the conditions it faces. A process can therefore modify its further operation through consequences it has itself produced.
Schematically:
Operation_n
→ Result_n
→ Condition_{n+1}
→ Operation_{n+1}. (m)
This recursive structure is more than simple feedback because what has occurred does not leave the process when an operation ends. Result becomes a condition of subsequent operation.
A process can alter how it subsequently operates through what it has already produced.
This clearly touches the account of conditions in variation developed earlier.
But the formula hides an assumption.
We have written:
Operation_{n+1}.
The subscript appears to mean merely “the next operation.”
Yet it already assumes that the later operation belongs to the same recursive organization.
So long as recursive architecture itself is not in question, the notation is reasonable.
Bearing, however, has brought us elsewhere.
If previous results alter not only the input of the next operation but the conditions under which recursion itself can occur, whether the later operation can still be written simply as Operation_{n+1} is no longer answerable in advance.
What occurs is:
Result_n
→ Δ(conditions of recursion). (n)
Transformation now touches recursive organization itself.
What can re-enter?
Through which relations?
What counts as a result?
What can still become a condition of subsequent operation?
These questions are no longer fully specified by the prior recursive organization.
The process faces not merely how to handle its consequences but:
how those consequences can return to the process at all.
This is why Hui matters here.
Recursivity helps us understand how consequences re-enter operation.
But once the organization of re-entry itself transforms, recursion alone cannot decide continuity.
A new recursive organization may form.
But:
Recursive return ⇏ Re-ordering.
We must still ask:
is this a transformation of the previous recursive organization, or another recursive organization formed through its consequences?
Hui therefore does not supply the re- either.
He removes another possible guarantee.
DeLanda prevents reliance on an invariant whole.
Hui prevents reliance on recursive return.
Reorderinghas lost two powerful refuges.
Only now can we return to the question:
What gives the “re-” its force?
It cannot come from an invariant whole.
Not component persistence.
Not causal descent.
Not resemblance.
Not successful adaptation.
Not merely recursive return of consequences.
If the re- is to hold, it must arise from the relation formed in transformation itself.
But we must be careful.
We cannot say:
whenever prior consequences participate in later organization, Reorderinghas occurred.
That would abolish another ordering.
Another ordering can also form through prior consequences.
What matters is not whether consequences remain, but what relation forms between them and later organization.
Earlier Bearing allowed consequences to enter formation.
Those consequences altered conditions.
Altered conditions eventually made the earlier organization of Bearing insufficient.
Transformation occurs.
If, within this transformation, what has occurred remains not merely as residue, cause, or constraint, but continues to participate in forming the pathways through which further consequences can be borne, then we begin to approach the re-.
Notice the change.
We have not said that prior organization is preserved.
Nor copied.
We do not even require a component to cross transformation unchanged.
What continues is not necessarily a thing.
The question is whether what has occurred continues to participate in forming how further bearing becomes organized.
This is stricter than saying “prior consequences remain.”
Consequences can remain while a later organization handles them entirely as another ordering.
Reorderingconcerns not the presence of consequence but:
the relational participation of prior occurrence in the formation of further bearing.
At this point, the prime must return.
In the first chapter we wrote:
A → A′
and asked:
What licenses the prime?
Reorderingpresents another notation problem.
The re-, like the prime, cannot be smuggled in.
But they are not the same.
The prime is a relational claim.
It says that through transformation a continuity relation has formed between what follows and what preceded, so that the later formation need not be written merely as X or B.
Re- describes an organizational transformation.
It says that the organization through which consequences are borne has changed.
Thus:
Prime ≠ Re-.
This distinction must remain.
Otherwise the argument becomes circular.
If we say:
“This is Re-ordering, therefore A continues,”
and then:
“Because A continues, this transformation is Re-ordering,”
nothing has been established.
The Fork returns here.
Organizational transformation is initially only:
ΔO.
The Fork prevents us from deciding the relational status of ΔO toward prior ordering in advance.
Only when transformation forms a locally warranted relation through which what preceded can be understood as continuing through organizational difference are we entitled to grant the prime.
And only once this relational determination is formed can ΔO be called Reorderingrather than merely another ordering.
Prime and re- therefore meet without replacing one another.
Prime says:
this difference belongs to a relation of continuation.
Re- says:
this continuation has required a transformation of the organization through which consequences are borne.
One concerns relational status.
The other describes organizational transformation.
No invariant substance bridges them.
The bridge must be formed within the relations of transformation.
This is why:
The re- must be earned.24
Yet if we stop here, another danger remains.
Reorderingmay quietly become the telos of CCL.
The theory may begin to look like this:
process encounters load;
existing Bearing becomes insufficient;
transformation becomes necessary;
Fork appears;
Reorderingoccurs;
continuity is restored.
This path is too neat.
More importantly, it is false.
The insufficiency of Bearing does not guarantee Re-ordering.
The Fork does not contain its solution.
Transformation owes continuity no outcome.
Another ordering may form.
Failure may occur.
A viable later organization may emerge without continuing what preceded.
Several provisional formations may appear without any forming a sufficiently stable organization of Bearing.
Thus:
Transformation does not owe Continuity an outcome.25
More strictly:
Necessity of transformation does not entail Re-ordering.
This is decisive.
Otherwise Reorderingbecomes another name for resilience: a system meets disruption, finds a new organization, and survives.
Survival is not the issue.
A system can survive while its organization of continuation has become another ordering.
Another formation may be highly viable without standing in a continuity relation to what preceded it.
Reorderingis not a philosophical name for successful adaptation.
Nor is it a repair mechanism built into process.
It is a transformation whose re- must be earned in the relational differentiation disclosed by the Fork.
We can now return more precisely to Bearing.
Bearing first showed that consequences do not simply occur and disappear. They are borne through relations and enter further conditions.
We then found that these consequences can alter the organization of Bearing itself.
Bearing therefore does not stand outside the consequences it bears.
It may eventually have to bear consequences produced by the very ways in which it previously bore consequences.
Only here does the depth of Reorderingappear.
What changes is not merely:
what is borne.
Nor merely:
which relations bear it.
What changes is:
the organization of bearing itself.
Reorderingis therefore not the breaking apart and rearrangement of a prior organization.
Nor is it simply a new arrangement performing the same function.
It changes how consequences can subsequently enter relations, be distributed, delayed, transformed, and participate in further formation.
Once Reorderingoccurs, it does not merely solve an existing problem.
It changes what can become a problem later.
A new organization of Bearing produces new capacities and new limitations.
It allows some consequences to be borne while perhaps making others more difficult to bear.
It opens some pathways and closes others.
Reorderingis therefore never a return to equilibrium.
It forms new conditions.
We can now understand the re- more precisely.
Re- does not mean again.
It does not mean back.
It does not mean restoration.
Nor does it mean merely that “something from the past remains.”
It marks a more specific relation:
organization has changed, yet what has occurred continues to participate in the formation of how further consequences can be borne.
Reorderingcan therefore be understood as:
continuation through a transformation of the organization of continuation.
There is no invariant A hidden behind transformation.
No fixed recursive architecture guarantees that process always belongs to itself.
If continuity holds, it holds within organizational difference.
Not by escaping organizational difference.
This has one final consequence.
If Reorderingchanges the organization of Bearing, it changes how the process will next encounter consequences.
Reorderingis not merely the result of past transformation.
It immediately becomes a condition of future continuation.
How a process has continued enters the conditions it must now face.
How it now Re-orders alters the pathways available to further continuation.
Continuity cannot therefore be imagined as a pre-existing line from which a process merely tries not to fall.
The “line” itself is in formation.
Every continuation may alter the organization of further continuation.
Reorderingchanges not merely how a process continues.
It changes:
the conditions under which its further continuation will become possible.
The chapter can now be compressed into one simpler sentence:
A process, in continuing, changes how it can continue.26
We can return to the opening question:
What continues?
We no longer need to search for something invariant through all transformation.
But neither can we answer simply: process continues.
For even the organization through which process continues may be changed in continuation.
The final chapter begins from here.
CHAPTER SIX
WHAT CONTINUES?
What continues?
The question can no longer be directed only toward what has remained through transformation.
If continuity merely searches for what still exists after transformation, then whether that thing is called identity, form, structure, organization, or a more abstract relational pattern, continuity remains understood through preservation. We have merely moved “what is preserved” from one level to another.
The preceding argument has made this movement increasingly difficult. Components can change, structure can change, organization can enter transformation; even the relations through which consequences are borne may alter the conditions of their own further operation through the act of bearing consequences. By the time we reach Re-ordering, continuation can no longer be guaranteed by an invariant whole, a fixed recursive organization, or a relational core that remains itself behind transformation.
Yet even then, a more hidden assumption may remain.
We may still think that whatever follows, insofar as it belongs to continuity, must in some sense already have been contained in what preceded it.
A can become A′.
A′ can become A″.
Organization can change, Bearing can change, relations can form again. But if the true content of later formation is always only the transformation of what has occurred, continuity may have escaped identity while still treating what follows as the unfolding of what preceded it.
The problem changes.
What if what follows is not merely the later form of what has occurred?
What if relations formed in continuation do not merely rearrange existing possibilities but make possible capacities that did not previously exist?
What if formation alters not only which possibility becomes actual, but what can become possible?
Then:
What continues?
is no longer merely a question of survival.
Malabou’s plasticity now acquires a role different from its earlier appearance through destructive plasticity. Plasticity does not understand form as different appearances of an invariant content. Receiving form, giving form, and destruction of form give formation a character that cannot be completed in advance. Later formation can be profoundly constituted by prior occurrence without being reducible to the simple extension of prior form.
What matters here is not destruction itself but a more difficult consequence:
what is formed later need not already have existed as a determinate form within what preceded it.
If this is so, openness cannot mean merely that the outcome is not yet determined.
It is easy to imagine an open process in which several possibilities already exist at a given moment:
p₁, p₂, p₃, p₄,
while we do not yet know which will actualize.
Such a situation contains indeterminacy. But it still places what can happen inside a given possibility space. The future is not determined by an outcome, yet it is already specified by its possible outcomes.
This is a limited openness.
The stronger question is:
Can formation alter not only which possibilities are realized, but what can become possible?
If formation itself can alter conditions, and altered conditions alter the relations through which further formation occurs, then what becomes possible later need not be completely enumerable within an earlier possibility space.
This does not mean that anything can happen.
Quite the opposite.
What has occurred matters.
Conditions matter.
Materials matter.
Existing relations, constraints, capacities, and consequences all matter.
But:
To matter is not to determine.28
The sentence now acquires a significance wider than causality.
What has occurred can condition what follows without containing what follows.
Hui’s discussion of recursivity and contingency brings the difficulty further into view. A recursive process can make its own results re-enter subsequent operation. Result is not merely the end of operation; it can become a condition of further operation. A process can therefore alter what it subsequently does through what it has produced.
The previous chapter pushed this one step further: if recursive results begin to alter not merely later operations but the conditions under which recursion itself can continue, we cannot assume that later operation is simply the next operation of the same recursive organization.
But another consequence follows.
If the conditions of operation themselves can change, the process changes not merely what it does next.
It may change:
what it can do.
And if relations themselves participate in the formation of capacities, a new capacity need not be a latent property that existed intact beforehand and has merely been released.
Some capacities become capacities only once new relations actually form.
What a component cannot do in C₁ may become possible in C₂, not necessarily because that capacity was fully hidden inside the component from the beginning, waiting for the right environment to “unlock” it.
Relation itself can participate in the formation of capacity.
Thus:
altered relations
→ altered capacities.
The arrow must not be read as linear determination.
The concrete character of altered capacity need not have been completely contained in the earlier relation.
The final sentence of Chapter V must therefore be pushed further.
We said:
A process, in continuing, changes how it can continue.
Now the problem becomes:
In changing how it can continue, a process may also change what can become possible through its continuation.
This step matters.
Continuation is no longer merely passage through change.
Continuation participates in forming a what-follows that it has not completely specified.
We must ask again:
What continues?
If what follows can form capacities, relations, and modes of organization that did not previously exist, what continues cannot equal everything that follows.
This must be preserved carefully.
Otherwise, even after abandoning object identity, material identity, structural identity, and organizational identity, we may restore identity at a more abstract level:
whatever matters later is ultimately something earlier continuing in another form.
Then there is no genuinely new later formation.
The new becomes only the old not yet recognized.
CCL cannot protect continuity this way.
Therefore:
What continues need not exhaust what follows.30
This changes the scope of the problem.
Later formation may contain two irreducible aspects at once.
What has occurred may continue to participate consequentially.
At the same time, something may form whose character is not exhausted by that participation.
A new relation may appear.
A new capacity may form.
A new organization may make consequences possible in ways that were previously impossible.
The appearance of these new formations does not automatically cancel continuity.
Thus:
Novelty does not entail severance.33
But the reverse must also hold.
Newness cannot prove continuity.
An entirely another ordering can also produce genuine novelty. It too may form from earlier consequences, depend on earlier materials, and become possible only through earlier formation.
Thus:
Novelty does not establish continuity.32
The problem becomes genuinely difficult.
If novelty proves neither severance nor continuity, the relation between what follows and what preceded cannot be decided by how “new” later formation appears.
We must ask:
What continues when what follows contains more than what continues?
The Fork appears again, but it need not be redefined.
We need only see the consequence it leaves.
After transformation, we cannot treat the entire later formation as one whole and ask simply:
“Is it still A?”
Different kinds of relational formation may occur within the later formation at once.
Certain consequences continue to be borne.
Certain earlier pathways cease to operate.
Certain relations are Re-ordered.
Certain capacities arise only within the new organization.
Certain formations may have no meaningful continuity relation to what preceded them even while occurring within conditions profoundly shaped by it.
Later formation therefore need not accept a total judgment:
continuity,
or severance.
Hence:
Continuity ≠ Total Inheritance.31
If everything that follows must be proven inherited, continuity still possesses later formation.
But continuity does not require such possession.
It requires only that the relation it claims be real.
What has occurred must matter.27
Yet what follows need not be exhausted by the ways in which it matters.
The relation between past and what follows must now also be reconsidered.
Once an occurrence has occurred, it cannot be undone.
But the irreversibility of occurrence does not mean that all its future consequences were determined at the moment of occurrence.
A relation formed later may allow an earlier consequence to operate in a way unavailable when the earlier occurrence first took place.
This does not change the fact of what happened.
The past is not rewritten.
What changes is:
how what has occurred can participate in what follows.35
Thus:
Occurrence is irreversible; the relational future of what has occurred is not fixed at the moment of occurrence.34
The distinction matters.
If occurrence fixes all its future operation, what follows is only execution.
But if occurrence places no constraint on later formation, continuity loses any basis.
CCL occupies the more difficult position between these alternatives.
What has occurred cannot be undone.
Its consequences are real.
The conditions it has helped to form are real.
But those consequences can enter relations that did not yet exist when the occurrence took place.
The consequential life of what has occurred is therefore not exhausted in occurrence.
Openness now acquires a stricter meaning.
Open cannot mean neutral.
What follows does not face an unstructured blank.
Certain pathways have already formed.
Certain resources exist.
Certain possibilities have been closed.
Certain consequences must already be borne.
What follows is conditioned.
But:
Conditioned ≠ Predetermined.29
Likewise:
Indeterminacy ≠ Independence.
Both distinctions must hold.
If what follows is completely independent, what has occurred no longer matters.
If what follows is completely predetermined, formation no longer genuinely forms anything.
The point is not to find a compromise between determination and randomness.
It is to acknowledge:
What has occurred conditions what can follow without exhausting what can be formed through what follows.
The final clause is crucial.
What can be formed is not a static inventory.
Formation itself can participate in altering the field of further possibility.
What follows is therefore open not because conditions are absent.
Rather:
Openness occurs through conditions whose own consequences are not exhausted in advance.
Continuity and what follows now enter a relation that has not previously been fully visible.
Continuity must make some claim upon what follows.
Otherwise “continues” loses its meaning.
If what has occurred is wholly indifferent to later formation, then no matter how similar, successful, or viable that formation is, we lack sufficient reason to call it continuation.
But the claim cannot become possession.
What has occurred can require us to recognize that it remains consequential.
It cannot thereby require every important feature of later formation to receive its identity from what preceded.
Thus:
Continuity makes a claim upon the future without possessing it.39
The distinction between claim and possession is decisive.
Claim means:
what has occurred matters.
Possession would mean:
what follows ultimately belongs to what has occurred.
CCL accepts the former and refuses the latter.
Because:
Consequence is not ownership.40
The past can form conditions.
It can leave constraints.
It can open some pathways and close others.
It can make some later formations impossible and make others possible for the first time.
But none of this gives the past sovereignty over what follows.36
What has occurred does not own what can become.
Continuity is therefore no longer opposed to novelty.
A deep habit places continuity and novelty at opposite ends of one axis.
The stronger continuity is, the weaker newness becomes.
The more radical novelty is, the less continuity remains.
Once continuity is no longer grounded in identity, this axis loses its necessity.
Something genuinely new can form within continuity.
Continuity can remain real through genuine novelty.
Thus:
The future need not repeat the past in order to continue it; nor must it sever itself from the past in order to become new.
This does not mean that everything is continuous.
Because another ordering remains possible, continuity must still be earned.
The claim refuses another equally simple judgment:
only rupture can produce the genuinely new.
If novelty requires absolute severance in order to exist, the new remains defined by the old—it can prove itself only through negating the old.
Stronger novelty needs no such proof.
It can form within inherited conditions without being exhausted by them.
A theory of continuity therefore faces a stricter requirement.
If it can specify in advance the entire content of what follows, it has effectively cancelled what follows.
It leaves only an increasingly complex continuation of what has already been given.
Conversely, if a theory can make room for novelty only through absolute rupture, it still equates continuity with preservation.
Neither is sufficient.
Therefore:
A theory of Continuity is adequate only if it leaves room for a future that Continuity itself cannot fully specify.42
“Cannot fully specify” does not mean merely that theoretical knowledge is temporarily insufficient.
It does not mean that enough data would eventually permit complete calculation.
The problem is deeper.
If formation itself participates in forming new capacities and new relations, some determinations of what follows become determinate only through formation.
They are not completed answers that merely remain unknown.
They must form.
The problem extends beyond an individual process.
A civilization also forms from what has occurred.
Languages, institutions, technologies, memories, conflicts, materials, habits, forms of knowledge—none is a background that can simply be deleted. They have already altered conditions and continue to produce consequences.
No future therefore begins from zero.
Beginning is not ex nihilo.
But if a civilization understands continuity as preservation, it continually requires what follows to prove that it still belongs to what preceded.
Difference becomes loss.
Novelty becomes threat.
The future becomes the administration of inheritance.
The opposite extreme is equally problematic.
If a civilization believes that only rupture can open what follows, it understands freedom as escape from what has occurred.
But what has occurred does not lose its consequences merely because it is rejected.
Destroyed institutions leave consequences.
Abandoned technologies leave infrastructures.
Rejected histories continue to condition relations.
Even rupture inherits conditions it did not choose.
The real difficulty is therefore not a choice between preservation and rupture.
It is:
How can what has occurred remain consequential without determining what must follow from it?
This does not ask philosophy to design what should come next.
Quite the opposite.
Philosophy’s work here is not prediction.
Nor is it to prescribe the correct form of what follows.
It can refuse conceptual closure: the assumption that because we can explain what has occurred, we therefore possess what can follow.
Thus:
Philosophy does not contribute to the future by predicting it, but by making it possible to think a future that the present cannot fully contain.43
Only if continuity can bear this does it cease to be another name for preservation.
We ask one final time:
What continues?
The answer cannot be everything.
Nor nothing.
Not an invariant object.
Not a preserved form.
Not a set of components that must remain.
Not an organization that never changes.
Not an abstract relational identity maintaining itself behind every transformation.
What continues is what has occurred insofar as it can still participate consequentially in further formation under altered conditions.
But the relations through which that participation occurs can change.
The organization of Bearing can change.
What has occurred can enter pathways that did not previously exist.
And what follows can form capacities that what has occurred did not contain.
Thus:
What continues is real without being exhaustive.
It is real because what has occurred is not indifferent to what follows.
It is non-exhaustive because continuation does not possess the conditions of everything that can emerge through it.
We can therefore finally hold together:
Continuity remains real.
and:
what follows remains open.
The first does not require the closure of the second.
The second does not require the cancellation of the first.
CCL’s final problem is therefore no longer merely:
How can something continue through change?
It becomes:
How can what has occurred remain consequential in a future it does not determine and cannot exhaust?
The final sentence of the previous chapter now changes as well:
A process, in continuing, changes how it can continue.
We can take one further step:
In changing how it can continue, a process may participate in forming what its own continuity could never fully contain.
What continues?
CLOSING
CCL began with a question that appeared deceptively simple: what makes continuity possible when the conditions through which continuation occurs are themselves changing?
The argument has not answered this question by locating an invariant substance, form, organization, or process beneath change. It has instead followed the difficulty produced when each of these candidates becomes insufficient. Identity cannot by itself establish Continuity. Persistence does not settle the relation between an earlier and a later formation. Organization can sustain structural change, yet organization itself can become consequential within the conditions of further continuation. Bearing names the condition under which consequences must be carried; Fork prevents consequence from being silently converted into Continuity; Reorderingasks how the organization of continuation can itself change without making Continuity either automatic or impossible.
What has occurred must matter. Yet to matter is not to determine. The past must remain consequential without becoming sovereign;37 the future must remain open without becoming conditionless.38 Continuity therefore cannot be secured by total inheritance, nor can novelty alone establish severance. What follows may exceed what continues without becoming independent of what has occurred.41
CCL consequently leaves Continuity neither as preservation nor as an unrestricted name for change. Continuity can be real without being permanent.44 It can be achieved through transformation and can fail through transformation. A process, in continuing, may change how it can continue; and in doing so it may participate in forming a future that its own Continuity cannot fully specify.
The argument therefore ends where it began, but the question no longer asks for an unchanged thing hidden beneath change. It asks for the relation by which what has occurred can remain real in what follows without possessing what follows.
What continues?
NOTES
1. Henri Bergson: background for duration. See Henri Bergson, Time and Free Will: An Essay on the Immediate Data of Consciousness, trans. F. L. Pogson (Dover, 2001). Bergson is not equated here with CCL’s account of Continuity.
2. Gilles Deleuze: background for the claim that difference is not subordinate to a pregiven identity. See Gilles Deleuze, Difference and Repetition, trans. Paul Patton (Columbia University Press, 1994).
3. Tim Ingold: background for formation, making, growth, movement, and correspondence. See Tim Ingold, Being Alive (Routledge, 2011); and “Materials against Materiality,” Archaeological Dialogues 14, no. 1 (2007): 1–16.
4. CCL formulation: What has occurred must matter. To matter is not equivalent to determining, nor does it by itself establish Continuity.
5. Contemporary process context: John Dupré, Everyone Flows: A Process Philosophy of Human Life (Oxford University Press, 2025), especially the discussions of organisms as processes, persistence, and personal identity. CCL accepts the persistence problem and asks whether persistence is sufficient to establish Continuity.
6. Contemporary process/stability context: John Dupré, “The Disunity of Science and the Unity of the World: Presidential Address, PSA 2022,” Philosophy of Science 91, no. 5 (2024). Its account of “pockets of stability” provides a contemporary background for distinguishing Stability from Continuity.
7. Jianjie Ji: the phrase under conditions of load and its earlier theoretical background derive from Jianjie Ji, Under Conditions of Load (2026), manuscript. CCL concentrates that earlier field around Continuity, Bearing, Fork, and Re-ordering.
8. Alfred North Whitehead: background in process philosophy and the relation between prior actuality and subsequent becoming. See Alfred North Whitehead, Process and Reality, corrected ed. (Free Press, 1978).
9. Humberto R. Maturana and Francisco J. Varela: Autopoiesis. See Autopoiesis and Cognition (D. Reidel, 1980); also Maturana, Varela, and Ricardo Uribe, “Autopoiesis: The Organization of Living Systems, Its Characterization and a Model,” BioSystems 5, no. 4 (1974): 187–196.
10. Maturana/Varela: the distinction between organization and structure is central to the discussion of structural change and organizational continuity. Bearing is not an autopoietic term; it is a relational condition developed by CCL.
11. Maturana/Varela: structural coupling provides a background for structural change through continuing interaction between living system and environment. CCL presses the further question of what happens when the organization of continuation itself enters transformation.
12. Contemporary philosophy of biology: Leonardo Bich and William Bechtel, “Organization Needs Organization: Understanding Integrated Control in Living Organisms,” Studies in History and Philosophy of Science 93 (2022): 96–106. Their second-order organizational problem is not CCL’s Bearing, but it sharpens the question of organization itself becoming an organizational problem.
13. CCL formulation: the organization of continuation becomes part of what must itself be borne. This marks the second-order turn of Bearing.
14. CCL distinction: Self-production ≠ Continuity. A later organization’s capacity to maintain itself does not by itself answer whether it continues an earlier organization.
15. Catherine Malabou: plasticity and destructive plasticity. See The Ontology of the Accident (Polity, 2012); and Plasticity: The Promise of Explosion, ed. Tyler Williams (Edinburgh University Press, 2022), especially the discussion of trace and traceless transformation.
16. CCL formulation: Difference does not prove severance. The depth of transformation does not by itself determine the relational status of a later formation.
17. CCL formulation: Consequence does not prove continuity. Causal or consequential connectedness can cross rupture and therefore cannot alone serve as the criterion of Continuity.
18. CCL formulation: The prime cannot be assumed. It must be earned. A′ already contains the judgment of difference within continuation.
19. CCL distinction: Fork ≠ Criterion. Fork prevents relational determination from being presupposed; it does not decide Continuity or Severance.
20. CCL formulation: Severance does not require absence of consequence. A later formation may remain deeply conditioned by what it does not continue.
21. Manuel DeLanda: assemblage, relations of exteriority, territorialization/deterritorialization, and reconfiguration. See A New Philosophy of Society (Continuum, 2006) and Assemblage Theory (Edinburgh University Press, 2016).
22. CCL distinction: Reconfiguration ≠ Re-ordering. Reconfiguration describes altered relations; Reorderingmust additionally account for how a later ordering stands in continuation with an earlier occurrence.
23. Yuk Hui: recursivity and contingency. See Yuk Hui, Recursivity and Contingency (Rowman & Littlefield International, 2019). CCL does not treat recursive return itself as Continuity.
24. CCL formulation: The re- must be earned. It cannot be obtained merely from temporal succession, origin, reconfiguration, or recursive return.
25. CCL anti-teleological formulation: Transformation does not owe Continuity an outcome. Failure does not contain its own successful continuation, and Reorderingcannot presuppose Continuity as its telos.
26. CCL formulation: A process, in continuing, changes how it can continue. Consequences generated through continuation alter subsequent conditions.
27. CCL foundational formulation: What has occurred must matter. Prior occurrence cannot be indifferent to what follows if Continuity is to be at issue.
28. CCL foundational formulation: To matter is not to determine. The past may genuinely condition what follows without fully specifying it.
29. CCL distinction: Conditioned ≠ Predetermined.
30. CCL formulation: What continues need not exhaust what follows.
31. CCL distinction: Continuity ≠ Total Inheritance.
32. CCL paired formulation: Novelty does not establish Continuity.
33. CCL paired formulation: Novelty does not entail Severance.
34. CCL formulation: Occurrence is irreversible; the relational future of what has occurred is not fixed at the moment of occurrence.
35. CCL formulation: What has occurred need not continue to matter in the same way in order to continue to matter.
36. CCL formulation: The past can participate in the future without controlling it. Participation here is not a new core concept; it distinguishes consequential participation from determination or control.
37. CCL formulation: The past must remain consequential without becoming sovereign.
38. CCL formulation: The future must remain open without becoming conditionless.
39. CCL formulation: Continuity makes a claim upon the future without possessing it.
40. CCL formulation: Consequence is not ownership.
41. CCL formulation: The future may exceed what continues without becoming independent of what has occurred.
42. CCL formulation: A theory of Continuity is adequate only if it leaves room for a future that Continuity itself cannot fully specify.
43. CCL formulation: Philosophy does not contribute to the future by predicting it, but by making it possible to think a future that the present cannot fully contain.
44. CCL formulation: Continuity can be real without being permanent.
Numbering note: superscript Arabic numerals use one continuous sequence for external philosophical sources and major CCL propositions. Notes explicitly identify provenance or mark an entry as a CCL formulation/distinction to prevent attributional confusion.
NOTATION
A, B, X — Formation/organization labels. X suspends relational judgment; it does not mean empirical ignorance or arbitrary possibility.
A′ — The prime marks a relational claim of continuation through difference. The prime cannot be assumed; it must be earned.
Cₙ — Conditions at a given stage. Conditions constrain and enable without functioning as a complete blueprint of what follows.
O_A, O_X, O_B — Organizational notation. O_X suspends whether the later organization is a transformed continuation (O_A′) or another ordering (O_B).
S₁, S₂, S₃ — Successive structural realizations; arrows do not imply a closed linear causal sequence.
Bₙ, B_X — Bearing relations/organizations at different stages. B_X suspends the continuity judgment.
Kₙ — Consequences produced and borne through a Bearing relation.
r₁, r₂, … — Relations within an organization.
ΔO — Organizational transformation before its relational status has been determined.
→ — Marks a relation of succession/formation in context; it does not by itself mean simple linear causation or continuity.
⇏ — Does not entail.
re- — An organizational description: transformation of the organization through which consequences are borne. It is distinct from the prime, which makes a relational claim.
REFERENCES
Bergson, Henri. Time and Free Will: An Essay on the Immediate Data of Consciousness. Translated by F. L. Pogson. Mineola, NY: Dover Publications, 2001.
Bich, Leonardo, and William Bechtel. “Organization Needs Organization: Understanding Integrated Control in Living Organisms.” Studies in History and Philosophy of Science 93 (2022): 96–106.
DeLanda, Manuel. A New Philosophy of Society: Assemblage Theory and Social Complexity. London: Continuum, 2006.
DeLanda, Manuel. Assemblage Theory. Edinburgh: Edinburgh University Press, 2016.
Deleuze, Gilles. Difference and Repetition. Translated by Paul Patton. New York: Columbia University Press, 1994.
Dupré, John. Everyone Flows: A Process Philosophy of Human Life. Oxford University Press, 2025.
Dupré, John. “The Disunity of Science and the Unity of the World: Presidential Address, PSA 2022.” Philosophy of Science 91, no. 5 (2024).
Hui, Yuk. Recursivity and Contingency. London: Rowman & Littlefield International, 2019.
Ingold, Tim. Being Alive: Essays on Movement, Knowledge and Description. London: Routledge, 2011.
Ingold, Tim. “Materials against Materiality.” Archaeological Dialogues 14, no. 1 (2007): 1–16.
Ji, Jianjie. Under Conditions of Load. Manuscript, 2026.
Malabou, Catherine. Plasticity: The Promise of Explosion. Edited by Tyler Williams. Edinburgh University Press, 2022.
Malabou, Catherine. The Ontology of the Accident: An Essay on Destructive Plasticity. Translated by Carolyn Shread. Cambridge: Polity, 2012.
Maturana, Humberto R., and Francisco J. Varela. Autopoiesis and Cognition: The Realization of the Living. Dordrecht: D. Reidel, 1980.
Maturana, Humberto R., Francisco J. Varela, and Ricardo Uribe. “Autopoiesis: The Organization of Living Systems, Its Characterization and a Model.” BioSystems 5, no. 4 (1974): 187–196.
Whitehead, Alfred North. Process and Reality: An Essay in Cosmology. Corrected edition, edited by David Ray Griffin and Donald W. Sherburne. New York: Free Press, 1978.