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A subadditive thermodynamic formalism for mixing repellers

K J Falconer 1988 J. Phys. A: Math. Gen. 21 L737-L742   doi: 10.1088/0305-4470/21/14/005  Help

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K J Falconer
Sch. of Math., Bristol Univ., UK

Abstract. The thermodynamical description of fractals that has recently attracted much interest both experimentally and theoretically in the study of dynamical systems is, in some ways, limited, being essentially an additive theory. The author presents a subadditive thermodynamic formalism for which he derives a variational principle and shows how it may be used to study the dynamics of non-conformal transformations. In particular the author discusses an analogue of Bowen's formula for the dimension of a mixing repeller.

Print publication: Issue 14 (21 July 1988)

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