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Book Categories |
Foreword | ||
Preface | ||
Introduction: From Convex Analysis to Abstract Convex Analysis | 1 | |
Ch. 1 | Abstract Convexity of Elements of a Complete Lattice | 34 |
Ch. 2 | Abstract Convexity of Subsets of a Set | 50 |
Ch. 3 | Abstract Convexity of Functions on a Set | 92 |
Ch. 4 | Abstract Quasi-Convexity of Functions on a Set | 129 |
Ch. 5 | Dualities Between Complete Lattices | 172 |
Ch. 6 | Dualities Between Families of Subsets | 190 |
Ch. 7 | Dualities Between Sets of Functions | 219 |
Ch. 8 | Conjugations | 242 |
Ch. 9 | [actual symbol not reproducible]-Dualities and [actual symbol not reproducible]-Dualities | 335 |
Ch. 10 | Abstract Subdifferentials | [s.n.] |
Notes and Remarks | 387 | |
References | 461 | |
Notation Index | 475 | |
Author Index | 481 | |
Subject Index | 485 |
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Add Abstract Convex Analysis, This book examines abstract convex analysis and presents the results of recent research, specifically on parametrizations of Minkowski type dualities and of conjugations of type Lau. It explains the main concepts through cases and detailed proofs., Abstract Convex Analysis to the inventory that you are selling on WonderClubX
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Add Abstract Convex Analysis, This book examines abstract convex analysis and presents the results of recent research, specifically on parametrizations of Minkowski type dualities and of conjugations of type Lau. It explains the main concepts through cases and detailed proofs., Abstract Convex Analysis to your collection on WonderClub |