【2015】Lineability: The Search for Linearity in Mathematics

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【2015】Lineability: The Search for Linearity in Mathematics

Book 图书名称：Lineability: The Search for Linearity in Mathematics
Author 作者：      Richard M. Aron, Luis Bernal-Gonzalez, Daniel M. Pellegrino, Juan B. Seoane Sepulveda
Publisher 出版社：Chapman and Hall/CRC
Page 页数：328
Publishing Date 出版时间： Oct 5, 2015                        
Language 语言： English
Size 大小： 5 MB
Format 格式： pdf 文字版
ISBN: 1482299097, 9781482299090
Edition: 第1版 搜索过论坛，没有该文档

Renewed interest in vector spaces and linear algebras has spurred the search for large algebraic structures composed of mathematical objects with special properties. Bringing together research that was otherwise scattered throughout the literature, Lineability: The Search for Linearity in Mathematics collects the main results on the conditions for the existence of large algebraic substructures. It investigates lineability issues in a variety of areas, including real and complex analysis.



After presenting basic concepts about the existence of linear structures, the book discusses lineability properties of families of functions defined on a subset of the real line as well as the lineability of special families of holomorphic (or analytic) functions defined on some domain of the complex plane. It next focuses on spaces of sequences and spaces of integrable functions before covering the phenomenon of universality from an algebraic point of view. The authors then describe the linear structure of the set of zeros of a polynomial defined on a real or complex Banach space and explore specialized topics, such as the lineability of various families of vectors. The book concludes with an account of general techniques for discovering lineability in its diverse degrees.

== Table of contents ==
n/a


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关键词：mathematics Mathematic Thematic Ability Linear 出版社 沙发

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After presenting basic concepts about the existence of linear structures, the book discusses lineability properties of families of functions defined on a subset of the real line as well as the lineability of special families of holomorphic (or analytic) functions defined on some domain of the complex plane. It next focuses on spaces of sequences and spaces of integrable functions before covering the phenomenon of universality from an algebraic point of view. The authors then describe the linear structure of the set of zeros of a polynomial defined on a real or complex Banach space and explore specialized topics, such as the lineability of various families of vectors. The book concludes with an account of general techniques for discovering lineability in its diverse degrees.

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acctoftony 发表于 2015-12-4 11:36
谢谢分享。

лл

good book, thanks for sharing