[PDF] Top 20 Auxiliary Principle and Iterative Algorithm for a Generalized Nonlinear Mixed Quasi variational like Inequality

... a nonlinear mapping, so the projection method cannot be applied to ...the auxiliary principle technique to study the existence of solutions of generalized mixed type variational ... See full document

... the auxiliary principle technique to study the generalized set- valued strongly nonlinear mixed implicit quasi-variational-like inequalities problem ...of ... See full document

... of generalized multi-valued mixed quasi-equilibrium-like problems, firstly we develop a perturbed system of auxiliary generalized multi-valued mixed ... See full document

... that variational inequality theory, as a very e ff ective and powerful tool, not only has stimulated new results dealing with partial differential equations, but also has been applied to a large variety of ... See full document

... a generalized nonlinear variational-like ...the auxiliary principle technique and KKM theorem due to Zhang and Xiang 2, we suggest a new iterative scheme for solving the ... See full document

... the nonlinear operator equations and variational inequality problems in Hilbert spaces and Banach spaces, see for example [3, 6, 7, 12–14, 16, 18– 20, 23–25, 27, 28] and the references ...three-step ... See full document

... the mixed variational-like inequality for fuzzy mappings FMVLIP in a reflexive Banach space are ...the auxiliary principle technique is used to suggest a novel and innovative ... See full document

... similar iterative methods for solving variational-like in- equalities due to the presence of the function η( · , · ...the auxiliary principle technique of Glowinski, Lions, and ... See full document

... auxilary principle technique of Glowinski et ...fuzzy variational-like inequality ...the auxiliary problem for the fuzzy variational-like inequality ...the ... See full document

... the auxiliary principle technique plays an efficient and important role in variational inequality ...the auxiliary principle technique to prove the existence of a unique solution ... See full document

... of generalized nonlinear variational-like inequali- ties and prove an existence theorem of solutions for this kind of generalized nonlinear variational-like ...the ... See full document

... of variational in- equalities [3, 8, ...Some mixed variational-like inequalities have been studied by Parida and Sen [26], Tian [27], and Yao [29] by using the Berge maximum theorem in finite- ... See full document

... the generalized nonlinear mixed variational-like inequality, extend the auxiliary problem technique to suggest and analyze an iterative method to compute the ... See full document

... (fuzzy) variational inequalities, (fuzzy) variational inclusions, and the corresponding (fuzzy) optimization problems from the fuzzy multivalued variational inclusion ... See full document

... Variational inequality theory constitutes significant and novel extensions of the varia- tional ...that variational inequality theory provides the unified and efficient frame- work for a general ... See full document

... parametric generalized vector quasi-variational- like inequality problem (for short, (PGVQVLIP)) in Hausdorff topological vector spaces, where the constraint set K and a set-valued ... See full document

... Several iterative algorithms have been devised to study existence and approximation of different classes of variational ...sequential iterative methods, when we implement such algorithms on computers, ... See full document

... In this paper, we proposed a modified TGV method for image denoising. Then we discussed the mixed quasi-variational inequality to solve the solution of the modified TGV model. Experiment ... See full document

... We denote the solution set of GEP (.) by Sol(GEP(.)). Problem (.) includes fixed point problems, optimization problems, variational inequality problems, Nash equilib- rium problems, etc. as particular ... See full document

... Let C be a closed convex subset of a real Hilbert space H with the inner product ·, · and the norm ·. Let F be a bifunction of C ×C into R, where R is the set of real numbers, Ψ : C → H a mapping, and ϕ : C → R a ... See full document