[PDF] Top 20 Well posed symmetric vector quasi equilibrium problems
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Well posed symmetric vector quasi equilibrium problems
... consider well-posedness of symmetric vector quasi-equilibrium ...for symmetric vector quasi-equilibrium problems, and then introduce a ... See full document
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Essential components of the set of solutions for the system of vector quasi equilibrium problems
... f is said to be (–C)-continuous on X if it is (–C)-continuous at every point of X. Definition . Let K be a nonempty convex subset of a vector space X, let Y be a vector space with a convex pointed cone C. ... See full document
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On a new generalized symmetric vector equilibrium problem
... the symmetric vector equilibrium problem is introduced and, by mixing properties of the nonlinear scalarization mapping and the maximal element lemma, an existence theorem for it is ...for ... See full document
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Scalarized system of nonsmooth vector quasi variational inequalities with applications to Debreu type vector equilibrium problems
... nonsmooth quasi-variational inequality ...type equilibrium problem for a vector-valued function and investigate its relations to (DVEP) and to the scalarized system of nonsmooth ... See full document
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Well posedness for lexicographic vector quasiequilibrium problems with lexicographic equilibrium constraints
... to vector equilibrium problems, most of the existing results correspond to the case when the order is induced by a closed convex cone in a vector ...of vector optimization; see, ... See full document
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Generalized strong vector quasi equilibrium problems with variable ordering structure
... 6. Saidi, A., Chadli, O., Yao, J.C.: Second order nonlinear evolution equations with time dependent pseudomonotone and quasimonotone operators: an equilibrium problem approach. Appl. Anal. Optim. 1, 245–259 (2017) ... See full document
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Existence theorems of an extension for generalized strong vector quasi-equilibrium problems
... Throughout this paper, unless otherwise specified, we assume that X and Y are Haus- dorff topological vector spaces, K is a nonempty convex subset of X and C is a pointed closed convex cone in Y with int C = ∅. For ... See full document
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Existence of solutions for generalized vector quasi-equilibrium problems in abstract convex spaces with applications
... optimization problems in which the number of decision variables is finite, but the number of constraints is ...geometric problems: the problems of covering a compact body in finite dimensional spaces ... See full document
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On the Hölder continuity of solution maps to parametric generalized vector quasi equilibrium problems via nonlinear scalarization
... network problems goes back to Wardrop [], who stated the basic equilibrium principle in ...such problems begins with the seminal work of Smith [] who proved that the user-optimized ... See full document
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The well posedness for a system of generalized quasi variational inclusion problems
... the well-posedness in the generalized sense for variational inclusion problems and variational disclusion problems, the well- posedness for optimization problems with variational ... See full document
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An alternative extragradient projection method for quasi equilibrium problems
... It should be noted that not all the extragradient projection methods have the contrac- tion property [32]. In that case, it may not slow down the convergence rate significantly. Al- though the extragradient projection ... See full document
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On existence of a solution for the system of generalized vector quasi equilibrium problems with upper semicontinuous set valued maps
... Generalized vector variational-like inequalities without monotonicity, Vector Variational Inequalities and Vector Equilibria: Mathematical Theories ...generalized vector ... See full document
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Mixed quasi invex equilibrium problems
... mixed quasi-variational-like inequality ...not well defined and consequently all the results so far obtained in the convexity (scalar and vector) are ... See full document
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Well posed generalized vector equilibrium problems
... is well known, the notion of well-posedness can be divided into two different groups: Hadamard type and Tykhonov type ...of well- posedness for a problem means the continuous dependence of the optimal ... See full document
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Well-posedness for parametric strong vector quasi-equilibrium problems with applications
... [28], vector equilibrium problems [29-31], parametric vector equilibrium pro- blems [32], vector quasi-equilibrium problems [33], generalized vector ... See full document
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Existence and Hadamard well posedness of a system of simultaneous generalized vector quasi equilibrium problems
... natural quasi-convexity, we obtain an existence theorem of solutions for ...Hadamard well-posedness for (SSGVQEP) and discuss sufficient conditions for Hadamard well-posedness of ...Hadamard ... See full document
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Existence conditions for symmetric generalized quasi variational inclusion problems
... a symmetric generalized quasi-variational inclusion problem in real locally convex Hausdorff topological vector ...for symmetric weak and strong quasi-equilibrium ... See full document
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Several types of well-posedness for generalized vector quasi-equilibrium problems with their relations
... of well-posedness for vector equilibrium problems (in short, VEPs) and the related results have been recorded in many literature ...Levitin-Polyak well-posedness for VEPs [, ], ... See full document
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Abstract generalized vector quasi equilibrium problems in noncompact Hadamard manifolds
... generalized vector quasi-equilibrium prob- lems instead of the generalized vector equilibrium problems; (b) from one coercivity con- dition to two alternative coercivity ... See full document
20
Generalized vector quasi equilibrium problems with set valued mappings
... topological vector space, let E and F be two locally convex topo- logical vector spaces, let X ⊆ E and Y ⊆ F be nonempty, closed, and convex subsets, let C : X → 2 Z be a set-valued mapping such that C(x) ... See full document
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