Details

Autor(en) / Beteiligte

• Shpenkov, Georgii Petrovich
• Conference on Functional Analysis
• Conference on Functional Analysis

Titel

Friction surface phenomena

Beschreibungen/Notizen

• Description based upon print version of record.
• Includes bibliographical references (p. 315-334) and index.
• Front Cover; Functional Analysis: Surveys and Recent Results; Copyright Page; Contents; Preface; Conference on Functional Analysis, Paderborn 1976: Schedule of lectures; Conference on Functional Analysis, Paderborn 1976: Participants; Contributors; Chapter 1. The Radon-Nikodym property for Banach-spaces - a survey of geometric aspects; Chapter 2. Separable Lindenstrauss spaces; Chapter 3. An application of M-structure to theorems of the Banach-Stone type; Chapter 4. Representation of vector lattices by spaces of real functions
• Chapter 5. On the theory of approximation by positive operators in vector latticesChapter 6. Spaces of continuous functions; Chapter 7. The strict topology and (DF)-spaces; Chapter 8. Espaces de mesures et partitions continues de l ' unite; Chapter 9. An extension method of the duality theory of locally convex spaces with applications to extension kernels and the operational calculus; Chapter 10. Lifting theorems for vector-valued functions and the e - tensor product; Chapter 11. Subspaces and quotient spaces of ( 5 )
• Chapter 12. Representation of distributions and ultradistributions by holomorphic functionsChapter 13. Richness of the class of holomorphic functions on an infinite dimensional space; Chapter 14. Abstract Hardy algebra theory; Chapter 15. Singularity and absolute continuity of measures; Chapter 16. Generalized spectral operators; Chapter 17. A Russo Dye theorem for Jordan C*-algebras; Chapter 18. Functional analysis for the practical man
• Functional analysis : surveys and recent results
• English