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concept:whitehead-compositional-theoryWhitehead-Compositional Theory
Process theory where all ingredients have clear meaningful ontological counterparts in reality
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Communities (2)
community
- Compositional Semanticsmembers_of
- Process Theorymembers_of
Concepts (4)
concept
- Schrödinger Compositional Theoryassociated_withProcess theory variant where composition is non-trivial (whole cannot be decomposed meaningfully) and all ingredients have clear ontological counterparts in reality.
- Process Theoryassociated_withFoundational framework consisting of systems (wires), processes (boxes), and composition (wirings); basis for quantum and compositional reasoning.
- ZX-Calculusassociated_withQuantum diagrammatic formalism (2007); mentioned as non-example of complete compositionality due to lack of clear ontological counterparts.
- ontological counterpart in realityimplementsIngredients of a compositional theory should directly correspond to things in the real world, per Whitehead compositionality
Artifacts (1)
artifact
- 2022-08-21 Prabros ACT2022 slidesintroducesSlide presentation on quantum compositional intelligence by Bob Coecke at ACT2022
Related by similarity (8)
cosine ≥ 0.65 · no typed edgeEntities in the same semantic neighborhood but without a typed relation to this one — candidates for new edges or unrecognized duplicates.
- Process theory variant requiring all ingredients have clear meaningful ontological counterparts in reality.
- Summary claim listing four types of compositionality distinguished in the talk
- Central concept: how meaning of wholes depends on meanings of parts and their structural arrangement; multiple formulations explored (Frege, Schrödinger, Whitehead, LEGO).
- Formal linguistic principle: meaning of a whole depends only on meanings of parts and how they are fitted together (bottom-up meaning flow).
- Denotation function µ decomposes over operations so meaning of compound expressions follows from meanings of parts
- Strongest form of compositional theory requiring full decomposability and meaningful parts.
- Modular reasoning enabled by monoid and other algebraic laws; central to maintainability and correctness of functional systems.
- Primary guiding question for the paper; explores multiple formulations and uses of the term.