Copy-cat strategy

Game-theoretic strategy reflecting pure interaction; basis for understanding universal computation through interaction in Geometry of Interaction.

Neighborhood — ranked by edge-count

concept

Geometry of Interaction
cites
Dynamic model connecting logic to geometry through explicit treatment of information flow and interaction; demonstrates emergent logical complexity from simple copy-cat processes.
partial involutions
associated_with
Fixed-point free partial injective functions used as simple reversible dynamical processes in Geometry of Interaction.

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.

The copy-cat strategy is a dynamic version of the tautology A∨¬Aclaim0.854
By playing both sides against an opponent and copying moves, one guarantees a win, mirroring the disjunction's logical structure in an interactive process.
Copycat systemmethod0.760
Hofstadter & Mitchell's analogy-making model illustrating intelligence as abstract mapping.
Copycat Projectframework0.759
Copy-cat processes (partial involutions) are computationally universalfinding0.740
Mere copying of tokens between paired positions suffices to simulate all partial recursive functions and model higher-order logics.
quote_copycat_tautologyquote0.715
Verbatim: 'the copy-cat strategy can be seen as a dynamic version of the tautology A ∨¬A.'
What’s your exit strategy?question0.690
Rhetorical question introducing principle 10, i.e., that self-sustaining systems are the ultimate exit strategy.
Behavior cloning / mimicryframework0.690
The approach of learning from demonstrations, often assuming a single agent; Paul Christiano used 'mimicry'.
the diagram suggests a game strategy in which the rules of the device stimulate the modification of the game as it unfolds in favor of improvisation and noveltyquote0.688
Veloso’s interpretation of the Fun Palace diagram as an open-game infrastructure that encourages emergent play.