Optimization Techniques. Modeling and Optimization in the Service of Man 2 | Proceedings, 7th IFIP Conference, Nice, Sept. 8-12, 1975 | ISBN 9783540076230

Optimization Techniques. Modeling and Optimization in the Service of Man 2

Proceedings, 7th IFIP Conference, Nice, Sept. 8-12, 1975

herausgegeben von J. Cea
Buchcover Optimization Techniques. Modeling and Optimization in the Service of Man 2  | EAN 9783540076230 | ISBN 3-540-07623-9 | ISBN 978-3-540-07623-0

Optimization Techniques. Modeling and Optimization in the Service of Man 2

Proceedings, 7th IFIP Conference, Nice, Sept. 8-12, 1975

herausgegeben von J. Cea

Inhaltsverzeichnis

  • On the marginal value of an antagonistic game.
  • Optimization of structural elements.
  • The policy iteration method for the optimal stopping of a markov chain with an application.
  • Algorithmes Pour Un Probleme Inverse Discret De Sturm-Liouville.
  • Etude de problemes d'optimal design.
  • Une Formule De Hadamard Dans Des Problemes D'optimal Design.
  • Problemes Inverses De Valeurs Propres.
  • A decomposition technique in integer linear programming.
  • An integrated theory of problems as an algebraic base for complexity understanding and automatic problem solving.
  • Choix D'une Base Dans L'approximation D'une Fonction.
  • Implementation Numerique En Filtrage Optimal Non-Lineaire : Algor Ithmes Paralleles Et Comparaison Avec D'Autres Solutions.
  • Methodes De Decomposition Appliquees Aux Problemes De Controle Impulsionnel.
  • A mixt relaxation algorithm applied to quasi-variationnal inequations.
  • Eclatement de contraintes en parallele pour la minimisation d'une forme quadratique.
  • Application de la methode de penalisation aux problemes de controle en nombres entiers.
  • Une nouvelle methode de decomposition des grands systemes ou la partition precede l'affectation.
  • On the multivariable control of nuclear reactors using the state feedback approach.
  • Un Algorithme De Minimisation De Fonctions Convexes Avec Ou Sans Contraintes "L'algorithme D'échanges".
  • A remark on multiplier methods for nonlinear programming.
  • Optimisation Sans Contraintes : Construction d'une famille d'algorithmes à convergence quadratique par la linéarisation.
  • Optimization in large partly nonlinear systems.
  • A new branch and bound approach for concave minimization problems.
  • Mathematical programming and the computation of optimal taxes for environmental pollution control.
  • On large scale linear fractional programs.
  • Some remarks on generalized lagrangians.
  • Subgradient optimization, matroid problems and heuristic evaluation.
  • Theoretical and practical aspects of coordination by primal method.
  • On the implementation of reduced gradient methods.
  • Contribution to Dubovitskiy and Milyutin's optimization formalism.
  • A perturbation theory approach to non-linear programming.
  • An introduction to bounded rate systems.
  • Un calcul symbolique non commutatif pour les asservissements non linéaires et non stationnaires.
  • The numerical design of feedback control systems containing a saturation element by the method of inequalities.
  • Sur L'Approximation Du Contrôle Optimal Des Systèmes Gouvernes Par Des Equations Differentielles Avec Retard Par La Methode De Differences Finies.
  • Canonical realizations of transfer operators.
  • On optimal control problems with bounded state variables and control appearing linearly.
  • On the optimal control of variational inequalities.
  • Modelling and control for distributed parameter systems.
  • On bang-bang control policies.
  • Optimal control problems in sobolev spaces with weights. Numerical approaches applications to plasma optimal control and time delay problems.
  • On optimal parametric control of parabolic system.
  • On the convergence of Balakrishnan's method.
  • Minimum variance control of discrete — time linear stochastic system, using instantaneous output feedback.
  • Finding a feasible control for real process under uncertainty.
  • Infinite dimensional estimation theory applied to a water pollution problem.
  • Numerical solution of the operator riccati equation for the filtering of linear stochastic hereditary differential systems.
  • On the approximation of time-varying stochastic systems.
  • Stabilizing control for linear systems with bounded parameter and input uncertainty.
  • Application of the optimal control theory with distributed parameters on a searching problem.
  • About properties of the mean value functional and of the continuous infimal convolution in stochastic convex analysis.
  • Evolution of some problems of stochastic control when the discount vanishes.
  • The effect on optimal consumption of increased uncertainty in labor income in the multiperiod case.
  • Nonlinear optimal stochastic control — some approximations when the noise is small.
  • Asymptotic behavior of posterior distributions for random processes under incorrect models.