Abstract

We study thermodynamical formalism of a discrete nonautonomous dynamical system determined by a sequence of continuous self-maps of a compact metric space. Using the methods of Convex Analysis we get variational principles for pressure functions determined by the system.

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Keywords

  • Finitely additive set function
  • pressure function
  • variational principle
  • nonautonomous dynamical systems

Mathematics Subject Classification

37D35, 37C85; 43A05

Suggested citation

A. Biś. “Variational Principles for Nonautonomous Dynamical Systems.” Journal of Convex Analysis 34 (2027), No. 1, 235–249. https://doi.org/10.68381/jca34017

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