„Variational problems“

Suchergebnisse

1.419 Treffer

• A Variational Maximum Principle for Classical Optimal Control Problems
  Dykhta, V. A.
• Well-Posedness by Perturbations of Variational Problems
  Lemaire, B. ; Ould Ahmed Salem, C. ; Revalski, J. P.
• R. S. Berry (University of Chicago), V. Kazakov (University of Sydney), S. Sieniutycz (Warsaw TU), Z. Szwast, (Warsaw TU), and A. M. Tsirlin (Moscow System Analysis Centre), Thermodynamic Optimization of Finite-Time Processes,; S. Sieniutycz (Warsaw TU), Variational Approach in Non-Equilibrium Thermodynamics, Chapter 6 (pp. 119–156) in the book: Contemporary Problems of Thermodynamics
  Farkas, H.
• An Approach to Variational Problems
  Bobylev, N. A. ; Emel'yanov, S.V ; Korovin, S. K.
• Equilibrium Problems with Generalized Monotone Bifunctions and Applications to Variational Inequalities
  Chaldi, O. ; Chbani, Z. ; Riahi, H.
• A Merit Function for Variational Inequalities Applied to Equilibrium Problems
  Corradi, Gianfranco
• On Relations Between Vector Optimization Problems and Vector Variational Inequalities
  Ward, D.E ; Lee, G.M
• Stability for Equilibrium Problems: From Variational Inequalities to Dynamical Systems
  Pappalardo, M. ; Passacantando, M.
• Smoothing Functions and Smoothing Newton Method for Complementarity and Variational Inequality Problems
  Qi, L. ; Sun, D.
• Explicit Solutions for Variational Problems in the Quadrant
  Avram, F. ; Dai, J.G ; Hasenbein, J.J
• Hellinger–Reissner variational principle for a class of specified stress problems
  Wang, Jialin ; Zhang, Junbo ; Chen, Zhuo ; He, Lin
• The Nehari manifold for double‐phase problems with convex and concave nonlinearities
  Cao, Qing‐Hai ; Ge, Bin ; Zhang, Yu‐Ting
• Optimality in Infinite-Horizon Variational Problems under Sign Conditions
  Blot, J. ; Cartigny, P.
• An Extension of Pseudolinear Functions and Variational Inequality Problems
  Bianchi, M. ; Schaible, S.
• Derivative-Free Methods for Monotone Variational Inequality and Complementarity Problems
  Peng, J. M.
• Existence and Structure of Extremals for One-Dimensional Nonautonomous Variational Problems
  Zaslavski, A. J.
• Exceptional Families and Existence Theorems for Variational Inequality Problems
  Zhao, Y. B. ; Han, J. Y. ; Qi, H. D.
• Tikhonov Regularization Methods for Variational Inequality Problems
  Qi, H. D.
• Solutions of some non-linear variational problems in L∞ and the problem of minimum curvature
  Fisher, Stephen D.
• On the isoperimetric nature of a rearrangement inequality and its consequences for some variational problems
  Kawohl, Bernhard