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Showing 1 to 2 of 2 for “"measurable dynamics"”.
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Two-step coding theorem in the nearly continuous category
In measurable dynamics, one studies the measurable properties of dynamical systems. A recent surge of interest has been to study dynamical systems which have both a measurable and a topological structure. A nearly continuous Z-system consists of a Polish space X with a non-atomic Borel probability …
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Coloring problems in combinatorics and descriptive set theory
… set theory, with applications to topological dynamics and ergodic theory. This work consists of two parts, each of which is in turn split into a number of chapters. Although the individual chapters are largely independent from each other (with the exception of Chapters 4 and 6, which partially …