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Min Yan Introduction to Topology (Paperback) De Gruyter Textbook

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Item specifics

Condition
Brand New: A new, unread, unused book in perfect condition with no missing or damaged pages. See all condition definitionsopens in a new window or tab
Book Title
Introduction to Topology
Publication Name
Introduction to Topology
Title
Introduction to Topology
Author
Min Yan
Contributor
Higher Education Press Ltd. Comp. (Contributions by)
Format
Trade Paperback
ISBN-10
3110378159
EAN
9783110378153
ISBN
9783110378153
Publisher
DE Gruyter Gmbh, Walter
Genre
Science Nature & Math
Release Year
2016
Release Date
22/02/2016
Language
English
Country/Region of Manufacture
DE
Item Height
240mm
Item Length
9.4in
Item Weight
15.3 Oz
Series
De Gruyter Textbook Ser.
Publication Year
2016
Type
Textbook
Item Width
6.7in
Number of Pages
249 Pages

About this product

Product Information

The aim of the book is to give a broad introduction of topology to undergraduate students. It covers the most important and useful parts of the point-set as well as the combinatorial topology. The development of the material is from simple to complex, concrete to abstract, and appeals to the intuition of readers. Attention is also paid to how topology is actually used in the other fields of mathematics. Over 150 illustrations, 160 examples and 600 exercises will help readers to practice and fully understand the subject. Contents: Set and Map Metric Space Graph Topology Topological Concepts Complex Topological Properties Surface Topics in Point Set Topology Index

Product Identifiers

Publisher
DE Gruyter Gmbh, Walter
ISBN-10
3110378159
ISBN-13
9783110378153
eBay Product ID (ePID)
219200324

Product Key Features

Author
Min Yan
Publication Name
Introduction to Topology
Format
Trade Paperback
Language
English
Publication Year
2016
Series
De Gruyter Textbook Ser.
Type
Textbook
Number of Pages
249 Pages

Dimensions

Item Length
9.4in
Item Width
6.7in
Item Weight
15.3 Oz

Additional Product Features

Lc Classification Number
Qa611
Grade from
College Freshman
Grade to
College Senior
Table of Content
1 Set and Map 1.1 Set 1.2 Map 1.3 Counting 1.4 Equivalence Relation and Quotient 2.Metric Space 2.1 Metric 2.2 Ball 2.3 Open Subset 2.4 Continuity 2.5 Limit Point 2.6 Closed Subset 3.Graph and Network 3.1 Seven Bridges in KSnigsberg 3.2 Proof of One-Trip Criterion 3.3 Euler Formula 3.4 Application of Euler Formula 4 Topology 4.1 Topological Basis and Subbasis 4.2 Open Subset 4.3 Topological Space 4.4 Comparing Topologies 4.5 Limit Point and Closed Subset 4.6 Closure 5 Basic Topological Concepts 5.1 Continuity 5.2 Homeomorphism 5.3 Subspace 5.4 Product 5.5 Quotient 6. Complex 6.1 Simplicial Complex 6.2 CW-Complex 6.3 Projective Space 6.4 Euler Number 7 Topological Properties 7.1 Hausdorff Space 7.2 Connected Space 7.3 Path Connected Space 7.4 Connected Component 7.5 Compact Space 7.6 Limit Point Compact Space 8 Surface 8.1 Manifold 8.2 Surface 8.3 Simplicial Surface 8.4 Planar Diagram 8.5 Cut and Paste 8.6 Classification of Surface 8.7 Recognition of Surface 9 Topics in Point Set Topology 9.1 Normal Space 9.2 Paracompact Space 9.3 Complete Metric Space 9.4 Baire Category Theorem 9.5 Infinite Product 9.6 Space-Filling Curve 9.7 Space of Maps
Copyright Date
2016
Topic
Topology
Lccn
2016-010522
Dewey Decimal
514
Intended Audience
College Audience
Dewey Edition
23
Illustrated
Yes
Genre
Mathematics

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