The introduction of relational organisation marks a decisive shift.
We are no longer dealing solely with:
- states and their consequences,
- or categories and their coordination.
We now consider systems in which:
- elements participate in structured relations,
- and these relations are not reducible to immediate effects on continuation.
This appears to bring us close to meaning.
It does not.
1. The new temptation
Once relations are admitted, a familiar inference follows.
If elements:
- stand in stable relations,
- are coordinated across contexts,
- and participate in structured organisation,
then surely they can:
- stand for one another,
- function as representations,
- or support construal.
This inference is premature.
2. What relations provide
Relational organisation introduces:
- dependencies among elements,
- constraints on how they co-occur,
- structured patterns of interaction.
These may be:
- stable,
- reproducible,
- and integrated into the system’s operation.
But they remain:
relations between elements.
3. The missing asymmetry
Construal requires more than relation.
It requires a specific form of relation:
one element must function as another.
This introduces an asymmetry.
- One element operates in the role of another.
- The relation is not simply mutual or reciprocal.
- It is directional: from construal to construed.
Relational structure, as such, does not produce this.
It remains:
- symmetric, or
- functionally undifferentiated.
4. Why structure is not substitution
Even the most complex relational system can:
- coordinate elements,
- constrain their interactions,
- stabilise patterns across time.
But unless:
- one element can take on the functional role of another,
there is no substitution.
And without substitution:
there is no standing-for.
Structure alone cannot generate this shift.
5. The failure of mapping
A common response is to invoke mapping.
If:
- one set of elements is systematically related to another,
- and this relation is stable,
then:
- one can be taken as representing the other.
But mapping is still:
a relation between sets.
It does not entail that:
- elements within the system are operated on as substitutes.
The system may:
- preserve correspondences,
- maintain alignments,
without ever enacting construal.
6. The difference between relation and role
We can now sharpen the distinction.
- A relation connects elements.
- A role determines how an element functions within an operation.
Construal requires:
that an element occupy a role defined in terms of another element.
Not merely:
- that it be related to it,
- but that it be used as it.
This is not a further relation.
It is:
a reorganisation of function.
7. The necessity of role differentiation
We can now state the next requirement.
A system must be organised such that:
- elements can occupy differentiated roles,
- and these roles are not fixed by their physical or biological properties alone.
In particular:
- an element must be able to function:
- as itself, and
- as something else.
Without this:
- all operations remain tied to the elements as they are,
- and construal cannot occur.
8. Why this cannot be derived from relation
Relational systems, however complex:
- assign positions within structures,
- constrain interactions,
- stabilise dependencies.
But they do not:
- detach function from the element’s immediate identity,
- nor allow elements to be reassigned functionally.
This is the critical limitation.
9. The emerging condition
We can now formulate a stronger requirement.
For construal to exist:
the system must support the functional decoupling of elements from their immediate roles, such that they can be re-deployed as substitutes within structured operations.
This is minimal—but decisive.
It introduces:
- flexibility of role,
- substitutional capacity,
- and the possibility of standing-for.
10. The difficulty introduced
This requirement immediately raises a problem.
If elements can:
- be detached from their immediate roles,
- and re-deployed in others,
then:
what stabilises these roles?
Without stabilisation:
- substitution becomes arbitrary,
- relations dissolve into indeterminacy,
- and construal collapses.
11. The next task
We must now determine:
how functional roles are stabilised, reproduced, and constrained within such a system.
This will require:
- not just relation,
- not just substitution,
but:
a system in which roles themselves are organised and maintained.
12. The position advanced
We can now extend the argument.
- Selection does not yield construal.
- Relation does not yield construal.
Because construal requires:
elements that can function as something other than what they are, within a structured system of roles.
This is not yet achieved.
But the requirement is now clear.
And it cannot be avoided.
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