Gâteaux differentiability of convex functions and topology : weak asplund spaces
Author(s)
Bibliographic Information
Gâteaux differentiability of convex functions and topology : weak asplund spaces
（Canadian Mathematical Society series of monographs and advanced texts）
Wiley, c1997
Available at / 26 libraries
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Hokkaido University, Library, Graduate School of Science, Faculty of Science and School of Science図書
515.732/F1122070406114
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Note
"A Wiley-Interscience publication"
Includes bibliographical references (p.171-178) and index
Description and Table of Contents
Description
This text puts together "folklore results" touching weak Asplund spaces. It presents a thorough examination of weak Asplund cases. Nonseparable Banach spaces, renorming, and differentiability are stressed throughout the text and all subclasses, including inferences and counterexamples are discussed. It also covers Stegall's classes, fragmentability, and "long sequences" of linear projections. Notes, remarks and questions end each chapter.
Table of Contents
Canonical Examples of Weak Asplund Spaces.
Properties of Gateaux Differentiability Spaces and Weak AsplundSpaces.
Stegall's Classes.
Two More Concrete Classes of Banach Spaces that Lie in .
Fragmentability.
"Long Sequences" of Linear Projections.
Vaak Spaces and Gul'ko Compacta.
A Characterization of WCG Spaces and of Eberlein Compacta.
Main Open Questions and Problems.
References.
Index.
by "Nielsen BookData"