Nonsmooth Optimization Methods
eBook - ePub

Nonsmooth Optimization Methods

  1. 445 pages
  2. English
  3. ePUB (mobile friendly)
  4. Available on iOS & Android
eBook - ePub

Nonsmooth Optimization Methods

About this book

Nonsmooth Optimization Methods and Applications provides an overview of this branch of mathematics, concentrating on the interaction between the theory and its applications.

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Yes, you can access Nonsmooth Optimization Methods by F. Giannessi in PDF and/or ePUB format, as well as other popular books in Mathematics & Sociology. We have over one million books available in our catalogue for you to explore.

Information

Publisher
Routledge
Year
2024
eBook ISBN
9781040282342
Edition
0

Table of contents

  1. Cover
  2. Half Title
  3. Title Page
  4. Copyright Page
  5. Table of Contents
  6. Preface
  7. 1. Nonsmooth unilateral problems (L.Boccardo and G.R.Cirmi)
  8. 2. On the sub different lability of functions of a matrix spectrum I: mathematical foundations (J.V.Burke and M.L.Overton)
  9. 3. On the sub different lability of functions of a matrix spectrum II: subdifferential formulas (J.V.Burke and M.L.Overton)
  10. 4. Evolution to selected nash equilibria (E.Cavazzuti and S.D.Flam)
  11. 5. On a criterion for the existence of traces in kinetic theory (C.Cercignani)
  12. 6. A new class of invex multifunctions (B.D.Craven, P.H.Sach, N.D.Yen and T.D.Phuong)
  13. 7. Discontinuous quasi-variational inequalities and applications to equilibrium problems (M.De Luca and A.Maugeri)
  14. 8. Calculus of Variations in nonsmooth presentation (V.F.Dem’yanov)
  15. 9. On a general scheme for solving inclusions using derivatives of set-valued mappings (P.H.Dien and H.T.Phung)
  16. 10. Regularity conditions and exact penalty functions in Lipschitz programming problems (G.Di Pillo and F.Facchinei)
  17. 11. Treatment of certain nonsmooth vector optimization problems via geometric vector optimization (K.-H.Elster and R.Elster)
  18. 12. Structural optimization techniques as a mathematical tool for finding optimal shapes of complex shell structures (H.A.Eschenauer and M.Weinert)
  19. 13. Conical inverse mapping theorems and applications to some control problems (H. Frankowska)
  20. 14. What conditions are satisfied at points minimizing the maximum of a finite number of differentiate functions? (J.-B.Hiriart-Urruty)
  21. 15. A restricted step proximal bundle method for nonconvex nondifferentiable optimization (K.C. Kiwiel)
  22. 16. On generalized upper quasidifferentiability (S.Komlosi)
  23. 17. Lagrangian decomposition and nonsmooth optimization: bundle algorithm, prox iteration, augmented Lagrangian (C.Lemarechal)
  24. 18. Best rational approximation on a system of intervals (V.N. Malozemov)
  25. 19. Ideas for developing a rapidly convergent algorithm for nonsmooth minimization (R. Mifflin)
  26. 20. On some noncoercive problems related to delamination in layered composites (Z. Naniewicz)
  27. 21. Hemivariational inequalities. Applications to Mechanics and control problems (P. D. Panagiotopoulos)
  28. 22. Some calculus rules for semidifferentiable functions and related topics (M.Pappalardo)
  29. 23. Some remarks on semistationarity and optimality conditions (L.Pellegrini)
  30. 24. Second-order generalized derivatives: relationships with convergence notions (J.-P.Penot)
  31. 25. Analytical and computational advances in quasi differential calculus for nonsmooth optimization (A.Peretti and C.Sutti)
  32. 26. Amenable functions in optimization (R.A.Poliquin and R.T.Rockafellar)
  33. 27. Lagrangian multiplier rules via image space analysis (P.H.Quang)
  34. 28. Differences of convex compact sets and their applications in nonsmooth analysis (A.M. Rubinov)
  35. 29. On some problems of nonsmooth optimization in economic theory (A.M.Rubinov)
  36. 30. Generalized monotone maps (S.Schaible)
  37. 31. A new local characterization of pseudoconvex functions and their nonsmooth extensions (E.A.Sideri)
  38. 32. Some recent mean value theorems in nonsmooth analysis (D.Zagrodny)
  39. 33. On a new stability condition in mathematical programming ( C.Zalinescu)
  40. Index
  41. Addresses of Contributors