Monday, 13 April 2026

Artificial Legibility — 5 Error Without Intention

A response is produced.

It is fluent, structured, and internally consistent.

It is also wrong.


This situation is commonly described as a “mistake,” or more recently, a “hallucination.”

Both terms carry an implicit assumption:

that something has gone wrong relative to what the system was trying to do.


But this assumption does not hold at the level of generation.

Because nothing in the generative process requires that the output be true.

Nothing requires that it correspond to an external state of affairs.

Nothing requires that it satisfy a criterion beyond constraint-consistent continuation.


From the perspective developed so far, the output is not a failed attempt at truth.

It is a successful continuation under the constraints that were active during its production.


This is the first adjustment.

What appears as error at the level of interpretation is not necessarily error at the level of generation.


To understand this, three distinctions must be kept separate:

  • coherence

  • legibility

  • truth


Coherence refers to the internal consistency of the sequence.

Each part follows from prior constraints without contradiction.


Legibility refers to the persistence of non-arbitrary continuation under those constraints.

The sequence remains recoverable as a stable trajectory rather than dissolving into drift.


Truth refers to the relation between the output and some external or independently stabilised condition.


In many cases, these three align.

A coherent, legible response is also taken to be true.


But this alignment is not guaranteed.

And in artificial systems, it is frequently disrupted.


A response can be:

  • coherent but false

  • legible but inaccurate

  • internally stable but externally misaligned


This misalignment is what is commonly described as hallucination.


But hallucination, as a term, suggests that the system is producing something unreal relative to a standard it ought to be tracking.

It implies a deviation from intended function.


A more precise account avoids this implication.

What occurs is not a deviation from intention.

It is a breakdown in constraint alignment across different regimes.


At least two regimes are involved:

  • the generative regime, which governs continuation under learned and local constraints

  • the interpretive or evaluative regime, which introduces criteria such as truth, accuracy, or reference


During generation, the system maintains coherence and legibility relative to its constraints.

But those constraints do not fully encode the evaluative conditions imposed later.


When these regimes align, outputs are both coherent and true.

When they do not, outputs remain coherent but fail under evaluation.


This is not a failure of generation.

It is a failure of alignment between regimes.


Importantly, no intention is violated in this process.

There is no internal goal of “being correct” that is being missed.

There is only constraint-consistent continuation that does not satisfy externally applied criteria.


This is why describing such outputs as “mistakes” can be misleading.

Mistake implies:

  • an intended outcome

  • a deviation from that outcome

  • an agent for whom the deviation matters


None of these are required for the generative process.


This does not mean that the outputs are acceptable or useful.

It means that their inadequacy must be described without importing intention into the system.


A more precise formulation is:

the output maintains coherence and legibility under generative constraints but fails to align with constraints introduced by external evaluation


This distinction matters because it clarifies what needs to be adjusted.

If the issue were internal failure, the solution would be to improve the system’s decision-making.

But if the issue is cross-regime misalignment, the solution lies in:

  • modifying constraints

  • introducing additional conditioning

  • refining evaluation interfaces


The focus shifts from correcting “errors” to managing alignment between different constraint systems.


This also explains why such failures can be subtle.

Because coherence and legibility remain intact.

The output continues to support stable interpretation.

It reads as if it should be true.


This is precisely what makes the misalignment difficult to detect.

The same conditions that support interpretation also support misplaced trust.


At this point, the earlier distinction between generation and interpretation returns once more.

Generation produces sequences that satisfy internal constraints.

Interpretation evaluates those sequences against external criteria.


When these criteria are silently imported into descriptions of generation, confusion arises.

The system is said to “fail” where no internal failure has occurred.


Separating these regimes allows for a clearer account.

Outputs can be:

  • generatively successful

  • interpretively inadequate


This is not a contradiction.

It is a consequence of the fact that different constraint systems are being applied at different stages.


And once this is recognised, the language used to describe artificial systems can be adjusted.

Not to minimise the importance of accuracy.

But to locate the source of misalignment precisely.


What is called “error” is not a property of the output alone.

It is a relation between the output and the constraints under which it is evaluated.


And what is called “hallucination” is not the presence of unreality.

It is the persistence of legibility in the absence of alignment with external conditions.


No intention is required for this to occur.

Only the divergence of constraint regimes.


Which returns us to the central distinction:

coherence and legibility belong to generation
truth belongs to evaluation


They may coincide.

But they are not the same.

And where they diverge, the appearance of error emerges—not as a failure of the system’s operation, but as a misalignment between the conditions under which it continues and the conditions under which it is judged.

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