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Axiom A information


In mathematics, Smale's axiom A defines a class of dynamical systems which have been extensively studied and whose dynamics is relatively well understood. A prominent example is the Smale horseshoe map. The term "axiom A" originates with Stephen Smale.[1][2] The importance of such systems is demonstrated by the chaotic hypothesis, which states that, 'for all practical purposes', a many-body thermostatted system is approximated by an Anosov system.[3]

  1. ^ Smale, S. (1967), "Differentiable Dynamical Systems", Bull. Amer. Math. Soc., 73 (6): 747–817, doi:10.1090/s0002-9904-1967-11798-1, Zbl 0202.55202
  2. ^ Ruelle (1978) p.149
  3. ^ See Scholarpedia, Chaotic hypothesis

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