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Convex Analysis And Measurable Multifunctions (lecture Notes In Mathematics ; 580) by Charles Castaing, Michel Valadier is a nonfiction available to read on EtoBox.

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vii, 278 pages ; 24 cm The present work is devoted to convex analysis, measurable multifunctions and some of their applications. The only necessary prerequisite for an intelligent reading is a good knowledge of analysis (Bourbaki or Dunford-Schwartz are appropriate references Convex functions -- Hausdorff distance and Hausdorff uniformity -- Measurable multi-functions -- Topological property of the profile of a measurable multi-function with compact convex values -- Compactness theorem of measurable selections and integral representation theorem -- Primitive of multi-functions and multivalued differential equations -- Convex integrand on locally convex spaces. Applications -- Natural supplement of L¹ in the dual of L(infinity superscript). Applications Includes bibliographical references and index

Who reads Convex Analysis And Measurable Multifunctions (lecture Notes In Mathematics ; 580)?

Author

Charles Castaing, Michel Valadier

Publisher

Springer Berlin Heidelberg

Published

2006

Language

EN

ISBN

9783540081449

Category

nonfiction

Subjects

Mathematics, Stem