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Preface. A: Theory: 0. Preliminaries. 1. Convex-Valued Selection Theorem. 2. Zero-Dimensional Selection Theorem. 3. Relations between Zero-Dimensional and Convex-Valued Selections. 4. Compact-Valued Selection Theorem. 5. Finite-Dimensional Selection Theorem. 6. Examples and Counterexamples. 7. Addendum: New Proof of Finite-Dimensional Selection Theorem. B: Results: 1. Characterization of Normality-Type Properties. 2. Unified Selection Theorems. 3. Selection Theorems for Non-Lower Semicontinuous Mappings. 4. Selection Theorems for Nonconvex-Valued Maps. 5. Miscellaneous Results. 6. Measurable Selections. C: Applications: 1. First Applications. 2. Regular Mappings and Locally Trivial Fibrations. 3. Fixed-Point Theorems. 4. Homeomorphism Group Problem. 5. Soft Mappings. 6. Metric Projections. 7. Differential Inclusions. References. Subject Index.
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Add Continuous Selections of Multivalued Mappings, This book is the first systematic and comprehensive study of the theory of continuous selections of multivalued mappings. This interesting branch of modern topology was introduced by E.A. Michael in the 1950s and has since witnessed an intensive developme, Continuous Selections of Multivalued Mappings to the inventory that you are selling on WonderClubX
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Add Continuous Selections of Multivalued Mappings, This book is the first systematic and comprehensive study of the theory of continuous selections of multivalued mappings. This interesting branch of modern topology was introduced by E.A. Michael in the 1950s and has since witnessed an intensive developme, Continuous Selections of Multivalued Mappings to your collection on WonderClub |