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Full Description
This book is designed to meet the requirements of a graduate and postgraduate topology course. It is also suitable as a reference book for research scholars and specialists working in topology optimization.
Key Features:
Each chapter includes relevant exercises.
Each topic is treated in systematic, logical and lucid manner.
Concepts are introduced sequentially with detailed explanations and illustrations.
Fully worked out examples are included.
The book is amply illustrated with various methods to solve particular problems.
Contents
Introduction / Elementary theory of Topology / Metric Spaces / Topological Spaces / Continuous and homeomorphism / Bases and Sub0bases / Speration Axioms / Connectedness / Compactness / Homotopy and Homology / Index.



