Titlebook: Variational Analysis and Applications; Franco Giannessi,Antonino Maugeri Book 2005 Springer-Verlag US 2005 Boundary value problem.Calculus

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Partitionable Mixed Variational Inequalitiesngs and convex and separable but not necessarily differentiable functions where the feasible set is defined by box type constraints. In this paper we generalise these results for the case where the subspaces constituting the initial space are not real lines.

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On Some Boundary Value Problems for Flows with Shear Dependent Viscosity boundary still presents many open problems. In the sequel we present some regularity results for weak solutions to the Ladyzhenskaya model in the half space ?.. See Theorems 3.1 and 3.2. Complete proofs of these results are done, and will appear in the forthcoming paper [.].

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About the Duality Gap in Vector Optimizationwo sets of vector optimal values. Relying only on a weak duality property, the situations that can occur are analysed in detail and some concepts of duality gap are proposed. Some numerical examples are also provided.

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Book 2005r Scientific Culture of Erice (Sicily), held in Memory ofG. Stampacchia and J.-L. Lions in the period June 20 - July 2003. The presence of participants from Countries has greatly contributed to the success of the meeting. The School of Mathematics was dedicated to Stampacchia, not only for his great

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Convergence and Stability of a Regularization Method for Maximal Monotone Inclusions and Its Applica problems whose objective functions and feasibility sets are given by approximations. In particular, we obtain a strongly convergent version of the generalized proximal point optimization algorithm which is applicable to problems whose feasibility sets are given by Mosco approximations

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