Ross indexed the following pages under the keyword: "Survival".

Adaptation Sherrington on Reactions modification of Organisation Thorndike on Survival and brain 0403 0404

Break Thorndike on Break example in spirillum Break surface example in spirillum Delay (in substitution) cause difficulty Survival by-product 0405 0406

Environment for survival Probability of survival Survival by-product Death achieved Intelligence is blind 1005 1006

Summary: Another example of the conclusion of 1006. Brain fundamental function Death achieved Neutral point (of equilibrium - including 'cycle', 'region' etc.) effect of change of parameter Parameter and neutral point Survival by-product Summary: Equations are given for determining the shift in a neutral point if several parameters are altered a little. The change in each coordinate is a linear function of the changes of parameters. Neutral point (of equilibrium - including 'cycle', 'region' etc.) examples 1023 1024

Holism excessive Summary: A method is described by which a machine can show increasing adaptation, by one part after another getting into equilibrium. A clear explanation of "threshold" and "summation" in the Central Nervous System follows. It is concluded that between a sense organ and the adaptive part a "distributor" must occur. 5345 Adaptation non-adaptation Survival failure of 1225 1226

Summary: Resting states and latent roots of complex-variable systems. Summary: Volterra's book. Competition equations of Delay (in substitution) introduces memory Memory by delay Survival Volterra's equations 3918 3919

Summary: Set theory in machines can dispense with the idea of "information". 4795 Survival in set theory 4782 4783

Summary: The limit of progressive regulation. Amplifier limit of Regulation limit of Control as reduction Equilibrium and information Information as reduction Regulation and information Selection and information Survival in set theory 4794 4795

Summary: The distinction between aggression and non-aggression corresponds, respectively, to having or not having a regulator. 5694 Regulation as aggression Essential variables abstract form Machine essential variables of machine Survival and essential variables, abstractly 5572 5573

Essential variables vital variables Survival and vital variables Vital variables defined Summary: Distinguish between Essential and Vital variables. 5642 5643

Summary: Present position of the machine for solving super-problems. Evolution within computer Number competition between Survival within computer Zero survival of Natural Selection [87]: Competition between Odds and Evens under multiplication 5797. 5796 5797

Summary: A variable may be essential to an organism and yet outside of it. Computing machines spontaneous generation in Intelligence spontaneous generation Essential variables abstractly Life spontaneous generation in a computer Spontaneous generation of life in computer Survival within computer Transformation adaptation to any 5812 5813

Summary: Abstract formulation of "survival" and "essential variable". 5828, 5963, 5984 Death changes environment too Survival is of organism and environment 5814 5815

Survival under operator Natural Selection [88]: Survival under random operator 5828. Summary: Survival of the fittest in random operations. 5961 Combinatorial dynamics envisaged 5828 5829

Summary: Theory of anticipation. 6352, 6374, 6389 Isolation as stability Survival as equilibrium 6348 6349

Summary: Notes on: Finding stored information. 6362 Equilibrium as survival Selection mathematical examples Survival mathematical examples 6354 6355

Equilibrium as survival Selection mathematical examples Survival mathematical examples Summary: Example of natural selection and evolution in a computer. 6358 Equilibrium as survival Selection mathematical examples Survival mathematical examples 6356 6357

Equilibrium as survival Selection mathematical examples Survival mathematical examples Summary: Survival of the fittest in a computer. Equilibrium as survival Selection mathematical examples Survival mathematical examples 6358 6359

Equilibrium as survival Selection mathematical examples Survival mathematical examples Summary: Survival of the fittest in a computer. Equilibrium as survival Selection mathematical examples Survival mathematical examples 6360 6361

Information Reza's book Topology Bushaw's book Evolution ensures extinction! Genes no unique pattern Survival evolution prevents! Natural Selection [89]: Selection intensifies selection. Simpson, 6469. 6468 6469