Critical Point Theory in Global Analysis and Differential Topology ：An introduction ( Volume 33 )

Publication subTitle ：An introduction

Publication series ：Volume 33

Author： Morse   Marston;Cairns   Stewart S.  

Publisher： Elsevier Science‎

Publication year： 1969

E-ISBN: 9780080873459

P-ISBN(Paperback): 9780125081504

P-ISBN(Hardback):  9780125081504

Subject： O189 topology (geometry of situation)

Language： ENG

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Description

Critical Point Theory in Global Analysis and Differential Topology

Chapter

Front Cover

pp.：  1 – 4

Critical Point Theory in Global Analysis and Differential Topology: An Introduction

pp.：  4 – 5

Copyright Page

pp.：  5 – 12

Preface

pp.：  8 – 14

Contents

pp.：  12 – 8

Introduction

pp.：  14 – 18

Part I: Analysis of Nondegenerate Functions

pp.：  18 – 102

Part II : Abstract Differentiable Manifolds

pp.：  102 – 216

Part III : Singular Homology Theory

pp.：  216 – 292

Part IV: Other Applications of Critical Point Theory

pp.：  292 – 376

Appendix I. Preliminary Definitions

pp.：  376 – 379

Appendix II. On Elevating Manifold Differentiability

pp.：  379 – 381

Appendix III. Singular Homology Theory on Mn over Z

pp.：  381 – 387

Fundamental Symbols

pp.：  387 – 393

Bibliography

pp.：  393 – 400

Index of Terms

pp.：  400 – 403

Pure and Applied Mathematics

pp.：  403 – 406

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