Topology books

The aim of the book is to give an introduction to the main concepts in modern dynamics. Indeed, we reprove this...  Read More >>

mso-themecolor: text1;"">In this book, we take Conley's theory one step further, by presenting a complete discussion...  Read More >>

The special topics addressed in this volume include hyperbolic geometry, 3-manifolds, complex and symplectic geometry,...  Read More >>

This book contains selected chapters on topology and dynamical systems and their interdisciplinary applications....  Read More >>

The Magic Theorem: a Greatly-Expanded, Much-Abridged Edition of The Symmetries of Things presents a wonderfully...  Read More >>

Optimization Methods for Finite Element Analysis and Design describes recent developments in Finite Element Methods...  Read More >>

In The Mind of Complex Numbers and the Subject in Analyses, Raul Moncayo uses the complex plane to evaluate analytic...  Read More >>

This book, now in a revised and extended second edition, offers an in-depth account of Coxeter groups through the...  Read More >>

This book is unique in the current scenario because it provides a complete treatment of modern Brouwer and of Leray-Schauder...  Read More >>

This book contains the first systematic exposition of a new discipline called positive topology, which brings many...  Read More >>

This book focuses on spectral theory for linear operators involving bounded or unbounded demicompact linear operators...  Read More >>

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A title offering historical background.  Read More >>

Describes orthgonal and related Lie groups, using real or complex parameters and indefinite metrics. Develops theory...  Read More >>

Introductory text for first-year math students uses intuitive approach, bridges the gap from familiar concepts of...  Read More >>

Keeping mathematical prerequisites to a minimum, this undergraduate-level text stimulates students' intuitive understanding...  Read More >>

Superb one-year course in classical topology. Topological spaces and functions, point-set topology, much more. Examples...  Read More >>

Discussion ranges from theories of biological growth to intervals and tones in music, Pythagorean numerology, conic...  Read More >>

Ideal for researchers and graduate students at the interface between mathematics and physics, this two-volume set...  Read More >>

These two volumes provide a comprehensive and self-contained approach to the dynamics, ergodic theory, and geometry...  Read More >>

This book provides an exploration of the mathematics underlying the works of the Catalan architect Antoni Gaudi...  Read More >>

Covers group theory and applications to topology. This book is of interest both to algebraists and topologists....  Read More >>

The key geometric objects underlying Morse homology are the moduli spaces of connecting gradient trajectories between...  Read More >>