Non-decomposability (non-linearly separable function) is a refinement of non-aggregative interactions, necessary for collective to be non-redundant

Entities in the same semantic neighborhood but without a typed relation to this one — candidates for new edges or unrecognized duplicates.

• Non-decomposable (Non-linearly Separable) Functionsconcept0.874
  Mathematical formalism from connectionism where output depends on context-dependent interaction of inputs; proposed as formal requirement for ETIs.
• Developmental interactions required for evolutionary individuality must be able to coordinate solutions to non-decomposable functions (division of labour games)claim0.810
  Developmental process is identified as computing non-linearly separable collective phenotypes
• Representing non-linearly separable functions requires a network with multiple layers.claim0.794
  Architectural requirement from machine learning.
• Non Linearly Separable Functionsconcept0.790
  Mathematical property where output depends on context-dependent interaction of inputs (e.g., XOR logic); proposed as formal basis for individuality transitions.
• When interactions constitute non-linearly separable functions, it creates a ‘we’; what we are doing becomes a relevant variable.claim0.784
  Explains how non-separability shifts identity from parts to collective.
• Non-decomposable Collective Characterconcept0.778
  A collective character that cannot be decomposed into independent contributions of particles; specifically one that is non-linearly separable
• Functional relationships required for new individuality level encode non-linearly separable functions and are enacted via information integration and collective actionhypothesis0.777
• Composition is non-trivial, i.e. a whole cannot be decomposed meaningfully.claim0.772
  Defining property of Schrödinger compositional theory