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Book Categories |
Foreword | ||
Contributors to Sets for Mathematics | ||
1 | Abstract Sets and Mappings | 1 |
2 | Sums, Monomorphisms, and Parts | 26 |
3 | Finite Inverse Limits | 48 |
4 | Colimits, Epimorphisms, and the Axiom of Choice | 78 |
5 | Mapping Sets and Exponentials | 96 |
6 | Summary of the Axioms and an Example of Variable Sets | 111 |
7 | Consequences and Uses of Exponentials | 120 |
8 | More on Power Sets | 136 |
9 | Introduction to Variable Sets | 154 |
10 | Models of Additional Variation | 167 |
App. A | Logic as the Algebra of Parts | 193 |
App. B | The Axiom of Choice and Maximal Principles | 220 |
App. C | Definitions, Symbols, and the Greek Alphabet | 231 |
Bibliography | 253 | |
Index | 257 |
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Add Sets for Mathematics, Advanced undergraduate or beginning graduate students need a unified foundation for their study of mathematics. For the first time in a text, this book uses categorical algebra to build such a foundation, starting from intuitive descriptions of mathematic, Sets for Mathematics to the inventory that you are selling on WonderClubX
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Add Sets for Mathematics, Advanced undergraduate or beginning graduate students need a unified foundation for their study of mathematics. For the first time in a text, this book uses categorical algebra to build such a foundation, starting from intuitive descriptions of mathematic, Sets for Mathematics to your collection on WonderClub |