دانلود کتاب Seminar on Transformation Groups. (AM-46), Volume 46

فهرست مطالب :

TABLE OP CONTENTS\nINTRODUCTION\nCHAPTER I: COHOMOLOGY MANIFOLDS\n §1. Preliminaries\n §2. Local Betti Numbers Around a Point\n §3. The Notion of Cohomology Manifold\n §4. Some Properties of Cohomology Manifolds\n §5. Appendix on Cohomological Dimension\nCHAPTER II: HOMOLOGY AND DUALITY IN GENERALIZED MANIFOLDS\n §1. Homology Groups for Locally Compact Spaces\n §2. Duality in Generalized Manifolds\n §3. Existence of Fundamental Sheaves for Homology\n §4. Closed Subsets of Euclidean Spaces\n §5. Complements\nCHAPTER III: PERIODIC MAPS VIA SMITH THEORY\n §1. The Leray Spectral Sequence\n §2. Transfer Homomorphism\n §3. An Euler Characteristic Formula\n §4. The Smith Sequences\n §5. Orbit Spaces of Finite Groups b\nCHAPTER IV: THE ACTION OF 2L OR T1 : GLOBAL THEOREMS\n §1. Transformation Groups BG\n §2. Some Remarks on the Cohomology of XG\n §3. The Space\n §4. The Fixed Point Set of a Prime Period Map in a Cohomology Sphere\n §5. The Action of the Circle Group\n §6. The Quotient of a Cohomology Sphere\nCHAPTER V: THE ACTION OF OR T1 : LOCAL THEOREMS\n §1. Conservation of Cohomological Local Connectedness\n §2. The Fixed Point Set of a Prime Period Map in a Cohomology Manifold\n §3. The Fixed Point Set of a Toral Group in a Cohomology Manifold\n §4. Remarks on Local Groups of the Quotient Space\nCHAPTER VI: ISOTROPY SUBGROUPS OP TORAL GROUPS\n §1. Introduction\n §2. A Regular Convergence Theorem\n §3. Two Lemmas\n §4. Proof of Theorem 1.2\nCHAPTER VII: FINITENESS OF NUMBER OF ORBIT TYPES\n §1. Preliminary Remarks\n §2. Statements of the Main Results\n §3. Proof of the Main Theorem\nCHAPTER VIII: SLICES AND EQUIVARIANT IMBEDDINGS\n §1. Notation and Preliminaries\n §2. Orbit Types\n §3. Slices\n §4. Equivariant Imbeddings in Euclidean Space\nCHAPTER IX: ORBITS OF HIGHEST DIMENSION, by D. Montgomery\n §1. Introduction\n §2. The Set B\n §3. The Set D\n §4. The Set B H D\n §5. Conditions Under Which dim2D