partial involutions

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

• Partial involutions form a Linear Combinatory Algebra under function application defined by feedback loopsfinding0.828
  The set of fixed-point free partial involutions on a countable set, with composition via interaction, yields a linear combinatory algebra, hence a universal model of computation.
• Copy-cat processes (partial involutions) are computationally universalfinding0.779
  Mere copying of tokens between paired positions suffices to simulate all partial recursive functions and model higher-order logics.
• partial introspectionconcept0.775
  The authors' characterization of genuine but limited introspective capability found only in early-layer injection regimes
• Mere copying processes (partial involutions) are computationally universalclaim0.772
  The Geometry of Interaction model shows that simple copying of information between locations suffices for all computation, establishing emergent logic.
• Partial Information Decomposition (PID)framework0.732
  Williams and Beer's decomposition of joint mutual information into unique, redundant, and synergistic components.
• Partial Order of Stepsconcept0.726
  Mathematical representation of precedence relations among steps: which centers must be in position before another can be formed, defining good sequences as linearizations that minimize backtracking.
• Approximate Posterior (Q)concept0.723
  Factorised distribution used to approximate the true Bayesian posterior.
• In-Situ Evaluationconcept0.722
  Evaluation setting where the same task stream that drives evolution also serves as the evaluation set, with each task scored under the harness at time of attempt