Encouraged by the response of students and academicians alike, Metric Spaces now in its fourth edition has been thoroughly revised. Metric Spaces, begins with a chapter on preliminaries, discussing basic concepts and results followed by chapters on introductory concepts, completeness, continuous functions, compactness, connectedness, fixed point theorems and their applications. Two appendices have been given on Cantor Set and Limits in Metric Spaces.

• KEY FEATURES: • Examples added • Proof of theorem calibrated NEW TO THIS EDITION: • Selected solved problems • Cauchy Sequence updated

Preface to the Fourth Edition / Preface to the First Edition / List of Symbols / Scheme of Numbering/Cross-Referencing / Preliminaries / Introductory Concepts / Completeness / Continuous Functions / Compactness / Connectedness / Fixed Point Theorems and their Applications / Appendixes / Bibliography / Index.

Honours and Postgraduate Students