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- Ivan Werner
- ArXiv
- 2015

The dynamically defined measures (DDMs) for invertible maps on an arbitrary set X are considered. A dynamically defined relative entropy measure ¯ K(Λ|φ0) is introduced. It is shown that it is a signed measure on the generated σ-algebra, which allows to obtain a lower bound for the DDM arising from an initial measure φ0 such that Λ ≪ φ0 and Λ is invariant… (More)

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