Point-set Topology Books - Free eBooks Directory
Free Point-set Topology ebooks. Categorized directory of free Point-set Topology books. Read online or download free eBooks in different formats.
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55
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Author
Sergio Salbany, Todor Todorov
Publisher
arXiv 2011
We present Nonstandard Analysis in the framework of the superstructure of a given infinite set. We also present several applications of this axiomatic approach to
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43
Ebook Details
Author
David Wilkins
Publisher
Trinity College, Dublin 2001
The lecture notes for course 212 (Topology), taught at Trinity College, Dublin. Topics covered: Limits and Continuity, Open and Closed Sets, Metric Spaces, Topological Spaces, Normed Vector Spaces and Functional Analysis, Topology in the Plane.
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38
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Author
Alex Kuronya
Contents: Basic concepts; Constructing topologies; Connectedness; Separation axioms and the Hausdorff property; Compactness and its relatives; Quotient spaces; Homotopy; The fundamental group and some applications; Covering spaces; Classification of covering spaces.
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42
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Author
Allen Hatcher
Publisher
Cornell University 2011
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43
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Author
Jesper M. Mo ller
Publisher
2010
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45
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Author
Pierre Schapira
Publisher
Université Paris VI 2011
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37
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Author
Victor Porton
Publisher
Mathematics21.org 2015
In this work I introduce and study in details the concepts of funcoids which generalize proximity spaces and reloids which generalize uniform spaces, and generalizations thereof. The concept of funcoid is generalized concept of proximity, the concept of reloid is cleared from superfluous details (generalized) concept of uniformity. ...
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46
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Author
Casper Goffman, at al.
Publisher
American Mathematical Society 1997
This book features the interplay of two main branches of mathematics: topology and real analysis. The material of the book is largely contained in the research publications of the authors and their students from the past 50 years. Parts of analysis are touched upon in a unique way, ...
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42
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Author
T. W. Körner
Publisher
University of Cambridge 2014
Contents: Preface; What is a metric?; Examples of metric spaces; Continuity and open sets for metric spaces; Closed sets for metric spaces; Topological spaces; Interior and closure; More on topological structures.
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49
Ebook Details
Author
StevenHurder, DaveMarker
Publisher
University of Illinois at Chicago 2003
These notes are a supplement for the 'standard undergraduate course' in Analysis at the University of Illinois at Chicago.