Studies in Logic and the Foundations of Mathematics | SET THEORY

select article Advisory Editorial Board
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Advisory Editorial Board
Page ii
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Edited by
Page iii
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select article Copyright page
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Copyright page
Page iv
select article Preface
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Preface
Kazimierz Kuratowski, Andrzej Mostowski
Pages v-vii
select article Errata
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Errata
Page xiv
select article Chapter I Algebra of Sets
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Chapter I Algebra of Sets
Pages 1-44
select article Chapter II Axioms of Set Theory, Relations, Funcilons
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Chapter II Axioms of Set Theory, Relations, Funcilons
Pages 45-87
select article Chapter III Natural Numbers, Finite and Infinite Sets
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Chapter III Natural Numbers, Finite and Infinite Sets
Pages 88-110
select article Chapter IV Generalized Union, Intersection and Cartesian Product
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Chapter IV Generalized Union, Intersection and Cartesian Product
Pages 111-168
select article CHAPJTR V Theory of Cardinal Numbers
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CHAPJTR V Theory of Cardinal Numbers
Pages 169-205
select article Chapter VI Linearly Ordered Sets
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Chapter VI Linearly Ordered Sets
Pages 206-227
select article Chapter VII Well-Ordered Sets
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Chapter VII Well-Ordered Sets
Pages 228-273
select article Chapter VIII Alephs and Related Topics
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Chapter VIII Alephs and Related Topics
Pages 274-307
select article Chapter IX Inaccessible Cardinals, The Continuum Hypothesis
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Chapter IX Inaccessible Cardinals, The Continuum Hypothesis
Pages 308-339
select article Chapter X Introduction to the Theory of Analytic and Projective Sets
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Chapter X Introduction to the Theory of Analytic and Projective Sets
Pages 340-398
select article List of Important Symbols
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List of Important Symbols
Pages 399-404
select article Author Index
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Author Index
Pages 405-406
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select article Subject Index
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Subject Index
Pages 407-417
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SET THEORY

Pages ii-xiv, 1-417 (1968)

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