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Book Categories |
| Authors and Editors | ||
| Foreword | ||
| Introduction | 1 | |
| 1 | Many-valued logic and fuzzy set theory | 5 |
| 2 | Powerset operator foundations for poslat fuzzy set theories and topologies | 91 |
| Introductory notes to Chapter 3 | 117 | |
| 3 | Axiomatic foundations of fixed-basis fuzzy topology | 123 |
| 4 | Categorical foundations of variable-basis fuzzy topology | 273 |
| 5 | Characterization of L-topologies by L-valued neighborhoods | 389 |
| 6 | Separation axioms: Extension of mappings and embedding of spaces | 433 |
| 7 | Separation axioms: Representation theorems, compactness, and compactifications | 481 |
| 8 | Uniform spaces | 553 |
| 9 | Extensions of uniform space notions | 581 |
| 10 | Fuzzy real lines and dual real lines as poslat topological, uniform, and metric ordered semirings with unity | 607 |
| 11 | Fundamentals of generalized measure theory | 633 |
| 12 | On conditioning operators | 653 |
| 13 | Applications of decomposable measures | 675 |
| 14 | Fuzzy random variables revisited | 701 |
| Index | 711 |
| Price | Condition | Delivery | Seller | Action |
| $359.00 | Digital |
| WonderClub |
Carl Alexandra
reviewed Mathematics of Fuzzy Sets on February 23, 2015
Mathematics of Fuzzy Sets
First of all, a lot of this book is composed of articles published in other places, but given its current price, it's still worth owning.
It's a very dense read, but I found it to be an incredibly rewarding piece of scholarship.
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