Solving for the Equilibrium
Extragradient subgradient methods for solving bilevel equilibrium problems
... for solving bilevel equilibrium problems have been studied extensively by many ...for solving bilevel monotone equilibrium and fixed point ...for solving bilevel equilibrium ...
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An interior approximal method for solving pseudomonotone equilibrium problems
... Abstract In this paper, we present an interior approximal method for solving equilibrium problems for pseudomonotone bifunctions without Lipschitz-type continuity on polyhedra. The method can be viewed as ...
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Solving General Equilibrium Models with Incomplete Markets and Many Assets
... approximations to the rest of the model’s equilibrium conditions. This approach delivers a first-order ap- proximation for optimal portfolio holdings that vary with the state of the economy. By contrast, we are ...
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A cutting hyperplane method for solving pseudomonotone non Lipschitzian equilibrium problems
... Abstract We present a new method for solving equilibrium problems, where the underlying function is continuous and satisfies a pseudomonotone assumption. First, we construct an appropriate hyperplane which ...
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1. A generalized mean proximal algorithm for solving generalized mixed equilibrium problems
... Abstract. In a recent paper [14], the fixed point and resolvent techniques have been used to give an iterative algorithm for solving generalized mixed equilibrium problem (GMEP). In this paper, an extended ...
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Wiener Hopf equation technique for solving equilibrium problems and variational inequalities and fixed points of a nonexpansive mapping
... of equilibrium problems, the set of fixed points of a nonexpansive mapping and the set of solutions of a variational ...for solving these generalized variational inequalities, equilibrium problems, ...
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On solving the split generalized equilibrium problem and the fixed point problem for a countable family of nonexpansive multivalued mappings
... In 2008, Takahashi et al. [12] introduced the following iterative algorithm, which is known as the shrinking projection method, for finding a fixed point of a nonexpansive single-valued mapping in Hilbert spaces. The ...
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On solving split equilibrium problems and fixed point problems of nonspreading multi-valued mappings in Hilbert spaces
... for solving split equilibrium problems and fixed point problems of nonspreading multi-valued mappings in Hilbert spaces and prove that the modified Mann iteration converges weakly to a common solution of the ...
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On solving split mixed equilibrium problems and fixed point problems of hybrid type multivalued mappings in Hilbert spaces
... 14. Deepho, J, Kumam, W, Kumam, P: A new hybrid projection algorithm for solving the split generalized equilibrium problems and the system of variational inequality problems. J. Math. Model. Algorithms ...
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A strong convergence theorem on solving common solutions for generalized equilibrium problems and fixed-point problems in Banach space
... of equilibrium problems and/or the set of fixed points of mappings and/or the set of solutions of variational inequalities) with their applications have been dis- ...an equilibrium problem and a fixed-point ...
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A New Hybrid Algorithm for Solving a System of Generalized Mixed Equilibrium Problems, Solving a Family of Quasi 𝜙 Asymptotically Nonexpansive Mappings, and Obtaining Common Fixed Points in Banach Space
... for solving a generalized equilibrium problem, solving a variational inequality problem and obtaining common fixed points in Banach spaces, with applications,” Nonlinear Analysis: Theory, Methods & ...
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Shrinking projection methods for solving split equilibrium problems and fixed point problems for asymptotically nonexpansive mappings in Hilbert spaces
... for solving a split equilibrium problem and investigated the convergence behavior in several ways including both weak and strong ...for solving it further need to be explored in the ...split ...
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Two Variables Algorithms for Solving the Stochastic Equilibrium Assignment with Variable Demand: Performance Analysis and Effects of Path Choice Models
... demand equilibrium assignment also for pre-trip/en-route path choice behaviour, including stochastic as well as deterministic user’s ...for solving SUE ...for solving constant demand assignment ...
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A relaxed hybrid shrinking iteration approach to solving generalized mixed equilibrium problems for totally quasi-ϕ-asymptotically nonexpansive mappings
... quasi- φ -asymptotically nonexpansive mappings, and a strong convergence theorem for solving generalized mixed equilibrium problems is established in the framework of Banach spaces. Since there is no need ...
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Solving the Set Equilibrium Problems
... In this paper we aim to derive some solvabilities for the set equilibrium problems. We also study some results of existence for the weak solutions and strong solutions of set equilibrium problems. Let K be ...
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Two Algorithms for Solving the Walrasian Equilibrium Inequalities
... general equilibrium models are inherently ...general equilibrium models resolves this indeterminacy using market data from a “benchmark year”; parameter values gleaned from the empirical literature on pro- ...
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A viscosity splitting algorithm for solving inclusion and equilibrium problems
... constraint. Solving such problems, we have to obtain some solution which is simultaneously the solution of two or more subproblems or the solution of one subproblem on the solution set of another subproblem; see ...
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Some Iterative Methods for Solving Equilibrium Problems and Optimization Problems
... u n1 P C u n − λAu n , n 1, 2, . . . , 1.6 which is known as the projection iterative method for solving the variational inequality 1.2. The convergence of this iterative method requires that the operator A must ...
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Solving a Large-Scale Intertemporal Applied General Equilibrium Model
... The Johansen procedure is perhaps the fastest and least costly method for solving a large-scale comparative static CGE model. However there are two key reasons why this method may be inadequate for solving ...
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Algorithm for Solving a Generalized Mixed Equilibrium Problem with Perturbation in a Banach Space
... mixed equilibrium problem with perturbation for short, GMEPP which includes as a special case the general mixed variational inequality studied by Xia and Huang 14 ...
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