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"point set topology"(으)로 4개의 도서가 검색 되었습니다.
9789819820337

Point-Set Topology with Topics (Basic General Topology for Graduate Studies)

 | World Scientific Publishing Co Pte Ltd
158,400원  | 20250716  | 9789819820337
This textbook can be used as introduction to a general topology course at undergraduate and graduate level courses. However, many parts of this book present topological concepts that apply directly to functional analysis, which will be of interest to scholars working in those fields.In Part I, readers are eased into the main subject matter of general topology, being presented with summaries of normed vector spaces and metric spaces.
9780486668260

Elements of Point Set Topology (Dover Books on (Dover)

Baum, John D.  | Dover
19,110원  | 19910808  | 9780486668260
Basic treatment, specially designed for undergraduates, covers preliminaries (sets, relations, etc.), topological spaces, continuous functions (mappings) and homeomorphisms, special types of topological spaces, metric spaces, more. Geometric and a...
9780470096055

Topology : Point-set and Geometric 반양장

Shick, Paul L.  | Wiley
40,000원  | 20210101  | 9780470096055
This text covers the essentials of point-set topology in a relatively terse presentation, with lots of examples and motivation along the way. Along with the standard point-set topology topics (connected spaces, compact spaces, separation axioms, and metric spaces), the author includes path-connectedness, and a chapter on constructing spaces from other spaces (including products, quotients, etc.). The text culminates in to two main chapters, each independent of the other: 1) The Classification Theorem for Compact, Connected Surfaces and 2) Fundamental Groups and Covering Spaces, with Applications giving the reader the choice of which subject best suits them.
9780486686097

Topology (An Introduction to the Point-Set and Algebraic Areas)

Kahn, Donald W.  | Dover Publications
0원  | 19950701  | 9780486686097
Excellent text offers comprehensive coverage of elementary general topology as well as algebraic topology, specifically 2-manifolds, covering spaces and fundamental groups. The text is accessible to students at the advanced undergraduate or graduate level who are conversant with the basics of real analysis or advanced calculus. Problems, with selected solutions. Bibliography. 1975 edition.
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