Set theory and topology [by] Philip Nanzetta [and] George E. Strecker.
Contributors: Strecker, George E.,
Publisher: Bogden & Quigley
Published: 1971
Place of publication: Tarrytown-on-Hudson, N.Y
Language: eng
Number of pages: 117
Subjects: Set theory; Topology
First sentence: We begin the study of set theory by examining its intuitive content.
Description: This text is an extremely dense piece on set theory and topology.  Few "intuitive" explanations are found, although the rapidity of the introduction of content allows you to see very quickly where the text is heading.
Table of contents: title: PREFACE
pagenum: v
class: part
label: PREFACE; label: TO THE INSTRUCTOR
pagenum: vii
class: part
title: TO THE INSTRUCTOR; label: 1.
pagenum: 1
class: part
title: INTUITIVE SET THEORY; title: AXIOMATIC SET THEORY
pagenum: 18
class: part
label: 2.; title: THE REAL LINE
pagenum: 45
class: part
label: 3.; title: TOPOLOGY
pagenum: 55
class: part
label: 4.; label: APPENDIX A
pagenum: 91
class: part
title: Transfinite Definition of a Function; title: ppf Conversion Table
pagenum: 92
class: part
label: APPENDIX B; title: Classes Defined by ppfs via Axion 2
pagenum: 97
class: part
label: APPENDIX C; title: HINTS
pagenum: 101
class: part
label: HINTS; label: INDEX OF SYMBOLS
pagenum: 205
class: part
title: INDEX OF SYMBOLS; label: INDEX
pagenum: 107
class: part
title: INDEX