Buch, Englisch, 502 Seiten, Format (B × H): 155 mm x 235 mm, Gewicht: 774 g
Proceedings of the 9th Belgian-French-German Conference on Optimization Namur, September 7-11, 1998
Buch, Englisch, 502 Seiten, Format (B × H): 155 mm x 235 mm, Gewicht: 774 g
Reihe: Lecture Notes in Economics and Mathematical Systems
ISBN: 978-3-540-66905-0
Verlag: Springer
The 9th Belgian-French-German Conference on Optimization has been held in Namur (Belgium) on September 7-11, 1998. This volume is a collection of papers presented at this Conference. Originally, this Conference was a French-German Conference but this year, in accordance with the organizers' wishes, a third country, Belgium, has joined the founding members of the Conference. Hence the name: Belgian French-German Conference on Optimization. Since the very beginning, the purpose of these Conferences has been to bring together researchers working in the area of Optimization and partic ularly to encourage young researchers to present their work. Most of the participants come from the organizing countries. However the general ten dancy is to invite outside researchers to attend the meeting. So this year, among the 101 participants at this Conference, twenty researchers came from other countries. The general theme of the Conference is everything that concerns the area of Optimization without specification of particular topics. So theoretical as pects of Optimization, in addition to applications and algorithms of Opti mization, will be developed. However, and this point was very important for the organizers, the Conference must retain its convivial character. No more than two parallel sessions are organized. This would allow useful contacts between researchers to be promoted. The editors express their sincere thanks to all those who took part in this Conference. Their invaluable discussions have made this volume possible.
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Weitere Infos & Material
Linearization method for solving equilibrium programming problems.- The heavy ball with friction dynamical system for convex constrained minimization problems.- Active set strategy for constrained optimal control problems: the finite dimensional case.- Vector variational principles towards asymptotically well behaved vector convex functions.- Tangential regularity of Lipschitz epigraphic set-valued mappings.- Relaxed assumptions for iteration methods.- Approximation methods in equilibrium and fixed point theory. Proximally nondegenerate sets.- Eigenvalue localization for multivalued operators.- Arrow-Barankin-Blackwell theorems and related results in cone duality: a survey.- Formulating and solving nonlinear programs as mixed complementarity problems.- Convergence analysis of a perturbed version of the ?—scheme of Glowinski-Le Tallec.- Qualitative stability of convex programs with probabilistic constraints.- An approximation framework for infinite horizon optimization problems in a mathematical programming setting.- An ergodic theorem for stochastic programming problems.- Proximal methods: decomposition and selection.- Optimization of plastic stepped plates subjected to impulsive loading.- From fixed point regularization to constraint decomposition in variational inequalities.- Large scale molecular conformation via the exact distance geometry problem.- Adaptive scaling and convergence rates of a separable augmented Lagrangian algorithm.- Numerical considerations on decomposition and augmented Lagrangians.- Bicriteria linear fractional optimization.- Tikhonov fixed-point regularization.- Augmented Lagrangians for general side constraints.- Using analytic center and cutting planes methods for nonsmooth convex programming.- Recent advances on second-order optimalityconditions.- On some relations between generalized partial derivatives and convex functions.- A perturbed and inexact version of the auxiliary problem method for solving general variational inequalities with a multivalued operator.- Contributions to a multiplier rule for multiobjective optimization problems.- The maximum flow in a time-varying network.- Transmission network planning under uncertainty with Benders decomposition.- On some recent advances and applications of d.c. optimization.
