Equilibrium problems and variational models. Based on the meeting, Erice, Italy, June 23--July 2, 2000
The articles of this volume will be reviewed individually. Indexed articles: \textit{Ansari, Qamrul Hasan; Yao, Jen-Chih}, On vector quasi-equilibrium problems, 1-18 [Zbl 1069.49003] \textit{Auslender, Alfred; Teboulle, Marc}, The log-quadratic proximal methodology in convex optimization algorithms and variational inequalities, 19-52 [Zbl 1129.90337] \textit{Daniele, Patrizia; Idone, Giovanna; Maugeri, Antonino}, The continuum model of transportation problem, 53-60 [Zbl 1129.49307] \textit{Daniele, Patrizia; Maugeri, Antonino}, The economic model for demand-supply markets, 61-78 [Zbl 1129.91345] \textit{Demyanov, Vladimir F.}, Constrained problems of calculus of variations via penalization technique, 79-108 [Zbl 1069.49024] \textit{Demyanov, Vladimir F.; Giannessi, Franco}, Variational problems with constraints involving higher-order derivatives, 109-134 [Zbl 1069.49025] \textit{Di Vincenzo, Rosalba}, On the strong solvability of a unilateral boundary value problem for nonlinear parabolic operators in the plane, 135-140 [Zbl 1073.35141] \textit{Durazzi, Carla; Ruggiero, Valeria; Zanghirati, Gaetano}, Solving a special class of discrete optimal control problems via a parallel interior-point method, 141-161 [Zbl 1129.90378] \textit{Ekşioğlu, Burak; Ekşioğlu, Sandra Duni; Pardalos, Panos M.}, Solving large scale fixed charge network flow problems, 163-183 [Zbl 1245.90133] \textit{Galligani, Emanuele; Ruggiero, Valeria; Zanni, Luca}, Variable projection methods for large-scale quadratic optimization in data analysis applications, 185-211 [Zbl 1129.90335] \textit{Giuffrè, Sofia}, Strong solvability of boundary value problems in elasticity with unilateral constraints, 213-224 [Zbl 1129.35422] \textit{Gwinner, Joachim}, Time dependent variational inequalities -- some recent trends, 225-264 [Zbl 1069.49005] \textit{Nguyen Quang Huy; Ta Duy Phuong; Nguyen Dong Yen}, On the contractibility of the efficient and weakly efficient sets in \(\mathbb R^2\), 265-279 [Zbl 1129.90347] \textit{Marino, Francesco}, Existence theorems for a class of variational inequalities and applications to a continuous model of transportation, 281-287 [Zbl 1069.49008] \textit{Mastroeni, Giandomenico}, On auxiliary principle for equilibrium problems, 289-298 [Zbl 1069.49009] \textit{Nagurney, Anna; Dong, June; Zhang, Ding}, Multicriteria spatial price networks: statics and dynamics, 299-321 [Zbl 1129.90303] \textit{Oppezzi, Pirro}, Non regular data in unilateral variational problems, 323-332 [Zbl 1129.35425] \textit{Pappalardo, Massimo; Passacantando, Mauro}, Equilibrium concepts in transportation networks: generalized Wardrop conditions and variational formulations, 333-346 [Zbl 1129.90304] \textit{Patriksson, Michael; Rockafellar, R. Tyrrell}, Variational geometry and equilibrium, 347-368 [Zbl 1069.49013] \textit{Raciti, Fabio}, On the calculation of equilibrium in time dependent traffic networks, 367-377 [Zbl 1095.90523] \textit{Rapcsák, Tamás}, Mechanical equilibrium and equilibrium systems, 379-399 [Zbl 1129.70321] \textit{Robinson, Stephen M.}, False numerical convergence in some generalized Newton methods, 401-416 [Zbl 1069.49022] \textit{Rubinov, Alex M.}, Distance to the solution set of an inequality with an increasing function, 417-431 [Zbl 1069.49018] \textit{Scrimali, Laura}, Transportation networks with capacity constraints, 433-445 [Zbl 1095.90520]
scientific article; zbMATH DE number 2006469