Ebook: Shape Theory: An Introduction

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Content:
Front Matter....Pages -
Introduction....Pages 1-5
Preliminaries....Pages 6-19
The shape category....Pages 20-46
General properties of the shape category and the shape functor....Pages 47-63
Shape invariants....Pages 64-76
Algebraic properties associated with shape theory....Pages 77-87
Pointed 1-movability....Pages 88-102
Whitehead and hurewicz theorems in shape theory....Pages 103-110
Characterizations and properties of pointed ANSR’s....Pages 111-122
Cell-like maps....Pages 123-140
Some open problems....Pages 141-142
Back Matter....Pages -

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Content:
Front Matter....Pages -
Introduction....Pages 1-5
Preliminaries....Pages 6-19
The shape category....Pages 20-46
General properties of the shape category and the shape functor....Pages 47-63
Shape invariants....Pages 64-76
Algebraic properties associated with shape theory....Pages 77-87
Pointed 1-movability....Pages 88-102
Whitehead and hurewicz theorems in shape theory....Pages 103-110
Characterizations and properties of pointed ANSR’s....Pages 111-122
Cell-like maps....Pages 123-140
Some open problems....Pages 141-142
Back Matter....Pages -
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