Titlebook: Equilibrium Problems and Variational Models; Patrizia Daniele,Franco Giannessi,Antonino Maugeri Book 2003 Kluwer Academic Publishers 2003

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,Time Dependent Variational Inequalities — Some Recent Trends,aw the attention to work on constrained evolution problems that include the time history via memory terms..Then we turn to time dependent variational inequalities that generalize classical ordinary differential equations. In particular, we report on recent extensions of the sweeping process introduc

SPURN

Applications of Biotechnology in Neurologyaw the attention to work on constrained evolution problems that include the time history via memory terms..Then we turn to time dependent variational inequalities that generalize classical ordinary differential equations. In particular, we report on recent extensions of the sweeping process introduc

火海

Book 2003s continuum model of transportation, unilateral problems, multicriteria spatial price models, network equilibrium problems and many others. As noted in the previous book "Equilibrium Problems: Nonsmooth Optimization and Variational Inequality Models", edited by F. Giannessi, A. Maugeri and P.M. Pard

Patrimony

1571-568X As noted in the previous book "Equilibrium Problems: Nonsmooth Optimization and Variational Inequality Models", edited by F. Giannessi, A. Maugeri and P.M. Pard978-1-4613-7955-3978-1-4613-0239-1Series ISSN 1571-568X

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Constrained Problems of Calculus of Variations Via Penalization Technique,trained problem is reduced to an unconstrained one. It looks attractive from numerical considerations. It is shown that the most known classical results related to optimality conditions can be obtained from the formulated conditions. However, the related unconstrained problem is essentially nonsmoot

Conjuction

Variational Problems with Constraints Involving Higher-Order Derivatives,lems where the functional and the constraints contain higher-order derivatives. The constraints are of the inequality type. The initial constrained problem is reduced to an unconstrained one. The related unconstrained problem is essentially nonsmooth. Nevertheless, the present state of Nonsmooth Ana

Cacophonous

,Solving a Special Class of Discrete Optimal Control Problems Via a Parallel Interior—Point Method, global convergence of this scheme has been proved and this approach has been used for solving linear stochastic programming and robust optimization problems on parallel computers..In this paper, we analyse the method for a more general formulation of a constrained quadratic programming problem and