Abstract
The classical theorem of Shub and Sullivan states that a sequence of local fixed point indices of iterations of a $C^1$ self-map of $\mathbb{R}^m$ is periodic. The paper generalizes this result to a wider class of maps.
Citation
Grzegorz Graff. Piotr Nowak-Przygodzki. "Periodicity of a sequence of local fixed point indices of iterations." Osaka J. Math. 43 (3) 485 - 495, September 2006.
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