Inverse spectra

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1. Verfasser: Chigogidze, Alex (VerfasserIn)
Format: Buch
Sprache:English
Veröffentlicht: Amsterdam [u.a.] Elsevier 1996
Schriftenreihe:North-Holland mathematical library 53
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MARC

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adam_text Contents Preface v Chapter 1. Inverse Spectra 1 1.1. Preliminary information 1 1.2. Definitions and elementary properties of inverse spectra 11 1.3. Factorizing spectra and the spectral theorem 17 Chapter 2. Infinite Dimensional Manifolds 33 2.1. Absolute extensors and absolute retracts 33 2.2. Z sets in ANR sp ces 47 2.3. Rw and Iw manifolds 61 2.4. Topology of R and / manifolds 72 2.5. Incomplete manifolds 93 Chapter 3. Cohomological Dimension 97 3.1. Cohomological Dimension 97 3.2. Cell like mappings raising dimension 106 3.3. Universal space for cohomological dimension 116 Chapter 4. Menger Manifolds 127 4.1. General Theory 127 4.2. n soft mappings of compacta, raising dimension 136 4.3. n soft mappings of Polish spaces, raising dimension 156 4.4. Further properties of Menger manifolds 163 4.5. Homeomorphism Groups 177 4.6. u; soft map of a onto E 182 Chapter 5. Nobeling Manifolds 189 5.1. Strongly .A^n universal spaces 190 5.2. Pseudo interiors and pseudo boundaries of Menger compacta 196 5.3. Geometric pseudo boundaries 201 5.4. Equivalence of categorical and geometric pseudo interiors 205 5.5. Equivalence of the Nobeling space and the pseudo interior of fin 210 ix x CONTENTS 5.6. Further properties of Nobeling spaces 212 5.7. Open subspaces of Nobeling spaces 218 Chapter 6. General Theory of Absolute Extensors in Dimension n and n soft Mappings 227 6.1. ANE(n) sp ces and n soft mappings 227 6.2. Morphisms of spectra and square diagrams 239 6.3. Spectral characterizations of n soft mappings 251 6.4. Further properties of ^4iJ(0) spaces 261 6.5. Strongly universal spaces 273 Chapter 7. Topology of Non Metrizable Manifolds 279 7.1. Non metrizable manifolds 279 7.2. Topological characterization of IT manifolds 289 7.3. Topological characterization of Rr manifolds 298 7.4. Trivial bundles 302 Chapter 8. Applications 311 8.1. Uncountable powers of countable discrete spaces 311 8.2. Spectral representations of topological groups 314 8.3. Locally convex linear topological spaces 319 8.4. Shape properties of non metrizable compacta 325 8.5. Fixed point sets of Tychonov cubes 335 8.6. Compact groups and fixed point sets 350 8.7. Group actions 374 8.8. Baire isomorphisms 382 8.9. Double spectra 387 8.10. Skeletoids in Tychonov cubes 397 Bibliography 403 Subject Index 419
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publishDate 1996
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series North-Holland mathematical library
series2 North-Holland mathematical library
spellingShingle Chigogidze, Alex
Inverse spectra
North-Holland mathematical library
Théorie spectrale (mathématiques) ram
Spectral theory (Mathematics)
Inverses Spektrum (DE-588)4314038-5 gnd
subject_GND (DE-588)4314038-5
title Inverse spectra
title_auth Inverse spectra
title_exact_search Inverse spectra
title_full Inverse spectra A. Chigogidze
title_fullStr Inverse spectra A. Chigogidze
title_full_unstemmed Inverse spectra A. Chigogidze
title_short Inverse spectra
title_sort inverse spectra
topic Théorie spectrale (mathématiques) ram
Spectral theory (Mathematics)
Inverses Spektrum (DE-588)4314038-5 gnd
topic_facet Théorie spectrale (mathématiques)
Spectral theory (Mathematics)
Inverses Spektrum
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