[PDF] Top 20 On parametric implicit vector variational inequality problems
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On parametric implicit vector variational inequality problems
... Recently Huang et al. (Math. Comput. Model. 43:1267-1274, 2006) introduced a class of parametric implicit vector equilibrium problems (for short PIVEP) and they presented some existence ... See full document
7
Gap functions and error bounds for vector inverse mixed quasi-variational inequality problems
... inverse variational inequalities ...equilibrium problems in economics and telecommunication ...mixed variational inequality (IMVI) in the setting of Hilbert spaces, which includes IVI as a ... See full document
14
Gap Functions and Error Bounds for Set Valued Vector Quasi Variational Inequality Problems
... Quasi variational inequality ( QVI ) problems started with a pioneer work of Bensoussan and Lions in ...quasi variational inequality was coined by Bensoussan et ...a variational ... See full document
15
Generalized proximal-type methods for weak vector variational inequality problems in Banach spaces
... practical problems in economics and engineering are modeled in infinite- dimensional spaces, thus it is necessary to analyze the convergence property of the algo- rithms in abstract ...weak vector ... See full document
14
A class of uncertain variational inequality problems
... of variational inequality problems, namely uncer- tain variational inequality problems based on the uncertainty ...classical variational inequality problems ... See full document
13
Variational inequality problems in H spaces
... generalized vector variational inequality prob- lems in ordered topological vector ...of variational inequality problems is extended to H-spaces and di ff erentiable ... See full document
18
Generalized Vector Equilibrium Like Problems without Pseudomonotonicity in Banach Spaces
... the vector equilibrium problem, the generalized vector equilibrium problem includes as special cases various problems, for ex- ample, generalized vector variational inequality ... See full document
13
Sensitivity analysis for a parametric generalized multi-valued implicit quasi-variational-like inclusion
... 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
17
Generalized Vector Complementarity Problems with Moving Cones
... generalized vector complementarity problems with moving ...generalized vector complementarity problem under inclusive type ...generalized vector complementarity problem, the generalized ... See full document
16
Iterative methods for finding the minimum norm solution of the standard monotone variational inequality problems with applications in Hilbert spaces
... Remark . Theorem . improves some related results of [] and [] in the sense that the iterative parametric sequences do not depend on the norm of operator A. Theorem . seems to be a new result. Theorem . ... See full document
15
Well posedness for generalized \((\eta ,g,\varphi )\) mixed vector variational type inequality and optimization problems
... Let T : X → 2 L(X,Y) be a set-valued mapping where L(X, Y) denotes the space of all continuous linear mappings from X into Y. Assume that Q : L(X , Y) × D → L(X , Y ), ϕ : D × D → Y , η : X × X → X are bi-mappings and g ... See full document
16
Implicit and explicit iterative algorithms for hierarchical variational inequality in uniformly smooth Banach spaces
... the variational inequality defined on such a feasible set is also called a hier- archical variational inequality (in short, ...complex problems involving finite or infinite nonexpansive ... See full document
25
The viscosity technique for the implicit midpoint rule of nonexpansive mappings in Hilbert spaces
... the implicit midpoint rule of nonexpansive mappings in Hilbert spaces is ...additional variational inequality. Applications to variational inequalities, hierarchical minimization ... See full document
12
Well posedness for parametric generalized vector quasivariational inequality problems of the Minty type
... generalized vector quasivariational inequality ...generalized vector quasivariational inequality problems of the Minty ...generalized vector quasivariational inequality ... See full document
16
Coderivatives of gap function for Minty vector variational inequality
... The vector variational inequality (for short, VVI) and the Minty vector variational inequal- ity (for short, MVVI) have been of great interest in the academic and professional com- ... See full document
14
Existence results for generalized mixed vector variational-like inequality problems with exponential type invexities
... In this paper, we introduce and study the following generalized mixed exponential type vector variational-like inequality problem (in short, GMEVVLIP). Let C ⊆ E 1 be a nonempty subset of an ... See full document
20
System of Generalized Implicit Vector Quasivariational Inequalities
... generalized implicit vector quasivariational inequality (in short, GIVQVI) which is to find x in X such that x ∈ S ( x ): ∀ y ∈ S x , ∃ v ∈ T x : f v,x, y ∈ − int C x ...generalized implicit ... See full document
9
Parametric generalized mixed multi-valued implicit quasi-variational inclusion problems
... Let Ω be a nonempty open subset of H in which the parameter λ takes values. Let N : H × H × H × Ω → H and m, f : H × Ω → H be single-valued mappings, and let A, B,C, G, P , Q, R : H × Ω → C(H) be multi-valued mappings. ... See full document
16
Existence of Solutions to the System of Generalized Implicit Vector Quasivariational Inequality Problems
... generalized implicit vector quasivariational inequality problems and prove a new existence result of its solutions by Kakutani-Fan-Glicksberg’s fixed points ...generalized implicit ... See full document
7
Strong vector variational like inequality problems with properly quasimonotone bifunctions
... of vector variational inequality ...for vector variational inequality problems: one is of single-valued type and the other is of vector-valued ...for vector ... See full document
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