[PDF] Top 20 Continuity of solutions for parametric generalized quasi-variational relation problems

... our generalized quasi-variational relation problems include many rather general problems as particular cases as mentioned in Section ...for generalized vector ... See full document

... the continuity of set-valued mappings, and very re- cently a numerical method was developed to solve variational relation problems when the data are linear ...of solutions of ... See full document

... The generalized vector quasi-equilibrium problem is a unified model of several problems, namely generalized vector quasi-variational inequalities, vector quasi-optimization ... See full document

... Motivated by the research works mentioned above, in this paper, we introduce the sys- tem of generalized quasi-variational relation problems. Then we establish some existence theorems ... See full document

... vector quasi-equilibrium problems in the Haus- dorff topological vector space by means of a particular technique and answered an open question raised by ...of solutions for symmetric vector ... See full document

... of variational inequalities ...solving problems. The sensitivity analysis of solution set for variational inequalities have been studied extensively by many authors using quite different ...of ... See full document

... The generalized quasi-variational relation problems include, as special cases, the gener- alized variational inclusion problems, the generalized vector equilibrium ... See full document

... symmetric generalized quasi-variational inclusion problems include as special cases symmetric generalized vector quasi-equilibrium problems, vector ... See full document

... vector variational inequality problems is an important topic in optimization theory and ...a parametric multi-valued quasi-variational inequalities and obtained the ... See full document

... in Hilbert space. Further, by using a resolvent operator technique and the property of a fixed- point set of multi-valued contractive mapping, we study the behavior and sensitivity analysis of a solution set for the ... See full document

... of generalized extended nonlinear quasi-variational inequality problems involving set-valued relaxed monotone operators and establish its equivalence with the fixed point ...their ... See full document

... of solutions for a new class of generalized quasi-variational-like inequalities (GQVLI) for pseudo-monotone type II operators defined on compact sets in locally convex Hausdorff topological ... See full document

... completely generalized quasi-variational inequality problem for fuzzy ...approximate solutions of this class of variational ...approximate solutions ob- tained by the proposed ... See full document

... of problems arising in several branches of pure and applied ...solving variational inequalities and the related optimization problem have been considered by some ... See full document

... [12] M. S. R. Chowdhury and K. K. Tan, “Applications of Pseudomonotone Operators with Some Kind of Upper Semicontinuity in Generalized Quasi Variational Ine- qualities on Noncompact Sets,” Proceeding ... See full document

... common solutions of a generalized equilibrium problem, a variational inequality, and fixed point problems of an asymptotically strict pseudocontraction based on a hybrid ... See full document

... of solutions of fixed points for nonexpansive semigroups, the set of solutions of generalized mixed equilibrium problems and the set of solutions of the variational inclusion for ... See full document

... various problems described in Sec- tion : namely, generalized quasi-variational inequalities QVI, variational-like inequalities of the Stampacchia type VIS, multivalued complementarity ... See full document

... called generalized vector quasi-variational-like inequality and studied with certain monotonicity by Ding [13], and problem ...the generalized vector variational-like inequality in [1, ... See full document

... Suppose that i K: Xw -> 2X is a continuous correspondence with nonempty closed and convex values such that Kx is either finite dimensional or solid for each x E X; ii F: Xw -> 2Y is an u[r] ... See full document