non-trivial composition

Composition where a whole cannot be meaningfully decomposed into its original parts, central to Schrödinger compositional theory

Neighborhood — ranked by edge-count

concept

Schrödinger Compositional Theory
implements
Process theory variant where composition is non-trivial (whole cannot be decomposed meaningfully) and all ingredients have clear ontological counterparts in reality.

cosine ≥ 0.65 · no typed edge

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

Composition is non-trivial, i.e. a whole cannot be decomposed meaningfully.claim0.867
Defining property of Schrödinger compositional theory
compositionconcept0.823
The wiring together of processes to form new processes in process theory
Compositionalityconcept0.783
Central concept: how meaning of wholes depends on meanings of parts and their structural arrangement; multiple formulations explored (Frege, Schrödinger, Whitehead, LEGO).
What is compositionality?question0.775
Primary guiding question for the paper; explores multiple formulations and uses of the term.
composition as interactionconcept0.772
Modeling function application via feedback loops between processes, ping-ponging tokens.
Q-Compositionconcept0.770
A form of attention head composition where W_Q reads from a subspace affected by a previous head, allowing more complex attention patterns
nondeterminismconcept0.757
Inherent in Linda because an in statement chooses one matching tuple arbitrarily; essential for many parallel patterns.
Complete Compositionalityframework0.751
Strongest form of compositional theory requiring full decomposability and meaningful parts.