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Generators of Shy Sets on Polish Groups - Mathematics Book

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Description

Generators of Shy Sets on Polish Groups provides an in-depth exploration of new constructions for generators of shy sets. This mathematical text examines several specific constructions, including the Mankiewicz generator, Preiss-Tiser generator, Baker generator, and Kharazishvili generator. It also covers the use of ordinary and standard Lebesgue measures. These generators are essential for understanding classes of null sets that play a significant role in the study of function space properties. The book extends classical mathematical results into infinite-dimensional contexts, offering generalizations of the Cramer rule and Liouville theorem through the lens of shy set generators. This work is a specialized resource for those studying advanced mathematics and function spaces.

Key Features

Examines various new constructions of generators of shy sets such as the Mankiewicz, Preiss-Tiser, Baker, and Kharazishvili generators.

Covers the application of ordinary and standard Lebesgue measures in generating classes of null sets.

Provides infinite-dimensional generalizations of classical mathematical results including the Cramer rule and Liouville theorem.

Supports the study of function space properties by analyzing the role of null sets and their generators.

Published by Nova Science Publishers Inc for academic and scientific study in mathematics.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
01 March 2011
Listed Since
02 August 2010

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