| Description | |||||||||
|
Showing posts with label Topology. Show all posts
Showing posts with label Topology. Show all posts
Friday, 14 September 2012
General Topology by Stephen Willard
Tuesday, 11 September 2012
Introduction to General Topology by Kd Joshi
Price Rs 185/=Book Summary of Introduction to General Topology by Kd Joshi
This book is meant especially for a student who wants to study topology seriously (that is, not just for the sake of clearing examinations), who is prepared to work and think but who lacks the mathematical maturity to really appreciate, on his own, the fine points and subtilities in an otherwise excellent but tersely written text. It lays a heavy emphasis on motivation and attempts clarity without sacrificing rigour. An introductory chapter on mathematical logic is intended to develop a frame of mind in which the reader can do justice to the deductive nature of the subject.
Tuesday, 24 July 2012
First Course in Topology, A: Continuity and Dimension McCleary, John
| First Course in Topology, A: Continuity and Dimension | ||
| McCleary, John | ||
| 2011; 224 pp; Paperback; 140 × 216 mm; 978-0-8218-6893-5 | ||
| For sale only in India,Pakistan,Nepal,Bhutan,Bangladesh,Sri Lanka,Maldives | ||
| Series: Indian Editions of AMS Titles | ||
Elementary Topology: Problem Textbook (First Edition) O. Ya. Viro, NY & O. A. Ivanov
| ||||||||||
Monday, 23 July 2012
Beginning Topology (First Edition) Sue E. Goodman
| Beginning Topology (First Edition) | ||
| Sue E. Goodman | ||
| 2012; 236 pp; Paperback; 180 × 240 mm; 978-0-8218-8705-9 | ||
| For sale only in India,Nepal,Bhutan,Bangladesh,Sri Lanka,Maldives,Pakistan | ||
Beginning Topology is designed to give undergraduate students a broad notion of the scope of topology in areas of point-set, geometric, combinatorial, differential, and algebraic topology, including an introduction to knot theory. A primary goal is to expose students to some recent research and to get them actively involved in learning. Exercises and open-ended projects are placed throughout the text, making it adaptable to seminar-style classes.
The book starts with a chapter introducing the basic concepts of point-set topology, with examples chosen to captivate students' imaginations while illustrating the need for rigor. Most of the material in this and the next two chapters is essential for the remainder of the book. One can then choose from chapters on map coloring, vector fields on surfaces, the fundamental group, and knot theory.
A solid foundation in calculus is necessary, with some differential equations and basic group theory helpful in a couple of chapters. Topics are chosen to appeal to a wide variety of students: primarily upper-level math majors, but also a few freshmen and sophomores as well as graduate students from physics, economics, and computer science. All students will benefit from seeing the interaction of topology with other fields of mathematics and science; some will be motivated to continue with a more in-depth, rigorous study of topology.
Table of Contents
* Introduction to point set topology
* Surfaces * The Euler characteristic * Maps and graphs * Vector fields on surfaces * The fundamental group Introduction to knots * Bibliography and reading list * Index | ||
Friday, 13 July 2012
Introduction To Topology And Modern Analysis (Paperback) by George Simmons
Price Rs 410/=
Book Summary of Introduction To Topology And Modern Analysis
About The Author
GEORGE F. SIMMONS has academic degree from the CAlifornia Institute of Technology, the university of chicago, and Yale University. He taught at several colleges and universities before joining the faculty of Colorado college in 1962, where he is a professor of mathematics. He is also the author of introduction to topology and Modern Analysis, Precalculus Mathematics in a Nutshell and calculus with Analytic Geometry.
Table Of Contents
GEORGE F. SIMMONS has academic degree from the CAlifornia Institute of Technology, the university of chicago, and Yale University. He taught at several colleges and universities before joining the faculty of Colorado college in 1962, where he is a professor of mathematics. He is also the author of introduction to topology and Modern Analysis, Precalculus Mathematics in a Nutshell and calculus with Analytic Geometry.
Table Of Contents
- PART I: TOPOLOGY
- Chapter 1. Sets and Functions Chapter 2. Metrics Spaces Chapter 3. Topological Spaces
- Chapter 4. Compactness Chapter 5. Separation Chapter 6. Connectedness Chapter 7.
- Approximation
- PART II: OPERATORS
- Chapter 8. Algebraic Systems Chapter 9. Banach Spaces Chapter 10. Hilbert Spaces
- Chapter 11. Finite-Dimensional Spectral Theory
- PART III: ALGEBRAS OF OPERATORS
- Chapter 12. General Preliminaries on Banach Algebras Chapter 13. The Structure of
- Commutative Banach Algebras Chapter 14. Some Special Commutive Banch Algebras
- Appendices
Details of Book: Introduction To Topology And Modern Analysis
Book: Introduction To Topology And Modern Analysis Author: George Simmons ISBN: 0070597847 ISBN-13: 9780070597846
,978-0070597846
Binding: Paperback Publishing Date: 2004 Publisher: Tata Mcgraw Hill Education Private Limited Edition: 1stEdition Number of Pages: 387 Language: English
Wednesday, 11 July 2012
Topology by J N Sharma and J P Chauhan
Topology by J N Sharma and J P Chauhan
Publisher - Krishna
Pages - 620
Price - 320 Rs
Sunday, 8 July 2012
Introduction To Topology And Modern Analysis (Paperback) by George Simmons
Book Summary of Introduction To Topology And Modern Analysis
About The Author
GEORGE F. SIMMONS has academic degree from the CAlifornia Institute of Technology, the
GEORGE F. SIMMONS has academic degree from the CAlifornia Institute of Technology, the
university of chicago, and Yale University. He taught at several colleges and universities before
joining the faculty of Colorado college in 1962, where he is a professor of mathematics. He is
also the author of introduction to topology and Modern Analysis, Precalculus Mathematics in a
Nutshell and calculus with Analytic Geometry.
Topology (Paperback) by James R. Munkres
Book Summary of Topology
This text suitable for postgraduate students in mathematics offers a clear, comprehensive
presentation of the fundamentals of topology. It can also be effectively used at the senior
undergraduate level for a basic introduction to the core topics of topology. The book's broad
coverage of topics and flexible organization allows instructors to follow their own preferences in
the matter of course emphasis. The second edition is divided into two parts-general topology
and algebraic topology.
TOPOLOGY OF METRIC SPACES (Paperback) by Kumaresan
Book Summary of TOPOLOGY OF METRIC SPACES
TOPOLOGY OF METRIC SPACES gives a very streamlined development of a course in metric
space topology emphasizing only the most useful concepts, concrete spaces and geometric
ideas to encourage geometric thinking, to treat this as a preparatory ground for a general
topology course, to use this course as a surrogate for real analysis and to help the students
gain some perspective of modern analysis. In this second revised and enlarged edition, based
on the extensive feedback sent by the readers, some material has been removed, some new
material included and nearly all problems are given comments, hints and solutions.
Subscribe to:
Posts (Atom)
