This series develops a relational architecture for understanding biological, social, and semiotic organisation without reducing any of them to a common substrate or hierarchical composition.
Its guiding constraint is simple but strict:
systems are not things that exist, but stabilised patterns of constraint-consistent inference across instantiation histories.
From this starting point, familiar categories—life, value, meaning, structure, representation—are not treated as layers of being, nor as emergent properties of a foundational base. Instead, they are treated as distinct but orthogonal constraint regimes that become visible only through their co-actualisation in instantiation events.
Three moves organise the series:
First, instantiation replaces the idea of a world populated by objects with the idea of co-constraint events in which multiple constraint systems are simultaneously resolved.
Second, subpotential and system replace static structures with distributional and inferential stabilisations over histories of such events.
Third, orthogonality and recursion prevent collapse into unification by preserving the independence of constraint geometries while explaining the appearance of persistence as a product of recursive stabilisation.
Across these moves, the aim is not to construct a new metaphysics of entities, but to articulate a grammar of constraint in which biological viability, social coordination, and semiotic meaning can be understood as co-actualised yet non-reducible dynamics.
What follows is not a theory of what exists, but a theory of how stability is continuously re-inferred.
No comments:
Post a Comment