This book is a systematic exposition of the part of general topology which has proven useful in several branches of mathematics. It is especially intended as background for modern analysis, and I have, with difficulty, been prevented by my friends from labeling it: What Every Young Analyst Should Know.
本书为英文版。
普通拓石扑学（英文版）
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This book is a systematic exposition of the part of general topology which has proven useful in several branches of mathematics. It is especially intended as background for modern analysis, and I have, with difficulty, been prevented by my friends from labeling it: What Every Young Analyst Should Know.
本书为英文版。 目录 ：
CNAPTER 0:PRELIMINARIES
SETS SUBSETS AND COMPLEMENTS;UNION AND INTERSECTION RELATIONS FUNCTIONS ORDERINGS ALGEBRAIC CONCEPTS THE REAL NUMBERS COUNTABLE SETS CARDINAL NUMBERS ORDINAL NUMBERS CARTESIAN PRODUCTS HAUSDORFF MAXIMAL PRINCIPLE CNAPTER 1:TOPOLOGICAL SPACES TOPOLOGIES AND NEIGHBORHOODS CLOSED SETS ACCUMULATION POINTS CLOSURE INTERIOR AND BOUNDARY BASES AND SUBBASES RELATIVIZATION;SEPARATION CONNECTED SETS PROBLEMS CNAPTER 2:MOORE-SMITH CONVERGENCE INTRODUCTION DIRECTED SETS AND NETS SUBNETS AND CLUSTER POINTS …… CNAPTER 3：PRODUCT AND QUOTIENT SP ACES CNAPTER 4：EMBEDDING AND METRIZATION CNAPTER 5：COMPACT SPACES CNAPTER 6：UNIFORM SPACES CNAPTER 7：FUNCTION SPACES APPENDIX：ELEMENTARY SET THEORY INDEX |
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