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Welcome to the Piecewise Affine Dynamics Wiki - Piecewise Affine Dynamics

Welcome to the Piecewise Affine Dynamics Wiki. You can navigate this wiki by using the sidebar which lists the main entries examples, problems, and gathers the tags or keywords. You can also use the Table of Content in the top bar. A typical orbit for z mapsto beta z mod mathbb Z 2. For beta 1. What is this Wiki for? This is a place for references to uses of and results about dynamical systems including group actions defined by piecewise affine transformations. Who is this Wiki for? Ergodic-.
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Jérôme Buzzis Mathematical Ramblings

The Spectral Decomposition for Smooth Surface Diffeomorphisms. March 17, 2018 by jbuzzi. At the third conference on Dynamics of Differential Equations, I explained the following Spectral Decomposition Theorem for arbitrary smooth surface diffeomorphisms. It is mostly part of the joint work with Sylvain Crovisier and Omri Sarig. Given some dynamics, say that. If the symmetric difference of the two subsets does not carry measures with positive entropy. Diffeomorphism of a closed surface, let.

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Welcome to the Piecewise Affine Dynamics Wiki - Piecewise Affine Dynamics

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Welcome to the Piecewise Affine Dynamics Wiki. You can navigate this wiki by using the sidebar which lists the main entries examples, problems, and gathers the tags or keywords. You can also use the Table of Content in the top bar. A typical orbit for z mapsto beta z mod mathbb Z 2. For beta 1. What is this Wiki for? This is a place for references to uses of and results about dynamical systems including group actions defined by piecewise affine transformations. Who is this Wiki for? Ergodic-.

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This web page padyn.wikidot.com had the following on the web site, "Welcome to the Piecewise Affine Dynamics Wiki." Our analyzers saw that the webpage said " You can navigate this wiki by using the sidebar which lists the main entries examples, problems, and gathers the tags or keywords." The Website also said " You can also use the Table of Content in the top bar. A typical orbit for z mapsto beta z mod mathbb Z 2. What is this Wiki for? This is a place for references to uses of and results about dynamical systems including group actions defined by piecewise affine transformations. Who is this Wiki for? Ergodic-."

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