Quasi-equilibrium
Generalized strong vector quasi equilibrium problems with variable ordering structure
... vector quasi-equilibrium prob- lems with variable ordering structure, which has already been studied in the previous lit- ...for equilibrium problems under the conditions that cone-valued mapping is ...
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Abstract generalized vector quasi equilibrium problems in noncompact Hadamard manifolds
... vector quasi-equilibrium problem (for short, AGVQEP) in noncompact Hadamard ...vector quasi-equilibrium prob- lem (for short, AVQEP), a generalized scalar equilibrium problem (for ...
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Existence theorems of an extension for generalized strong vector quasi-equilibrium problems
... In this paper, we study generalized strong vector quasi-equilibrium problems in topological vector spaces. Using the generalization of Fan-Browder fixed point theorem, we provide existence theorems for an ...
9
Essential components of the set of solutions for the system of vector quasi equilibrium problems
... Nash equilibrium points and suggested that a satisfactory solution for a non- cooperative game should be set-wise, and they proved that such a solution is just an es- sential component of Nash equilibrium ...
13
An alternative extragradient projection method for quasi equilibrium problems
... The equilibrium problem has been considered as an important and general framework for describing various problems arising in different areas of mathematics, including op- timization problems, mathematical economic ...
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Well posed symmetric vector quasi equilibrium problems
... vector quasi-equilibrium ...vector quasi-equilibrium problems, and then introduce a well-posedness concept for symmetric vector quasi-equilibrium problems, which unifies its ...
10
Well-posedness for parametric strong vector quasi-equilibrium problems with applications
... vector equilibrium problems [29-31], parametric vector equilibrium pro- blems [32], vector quasi-equilibrium problems [33], generalized vector quasi-equili- brium problems [34], and ...
14
Generalized vector quasi equilibrium problems with set valued mappings
... Throughout this paper, let Z , E , and F be topological vector spaces, let X ⊆ E and Y ⊆ F be nonempty, closed, and convex subsets. Let D : X → 2 X , T : X → 2 Y and Ψ : X × Y × X → 2 Z be set-valued mappings, and let C ...
12
Pareto Optimality and Existence of Quasi-Equilibrium in Exchange Economies with an Indefinite Future
... In this paper we have built a model of an infinite-dimensional exchange economy where consumers care about the indefinite future. We restrict attention to consumption bundles that are convergent. These can be interpreted ...
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Thermodynamic, non-extensive, or turbulent quasi equilibrium for space plasma environment
... in quasi equilibrium state with electrostatic turbulence known as the quasi-thermal noise, it is shown that the value corresponding to q = 9/13 = ...
11
Modeling the effect of Ross Ice Shelf melting on the Southern Ocean in quasi-equilibrium
... in quasi-equilibrium because the domains of the models employed were not sufficiently large and model- ing results were significantly impacted by boundary condi- ...
12
Several types of well-posedness for generalized vector quasi-equilibrium problems with their relations
... vector equilibrium problems (in short, VEPs) and the related results have been recorded in many literature ...vector quasi-equilibrium problems (VQEPs for brevity) [], VQEPs without constraints ...
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Applications of order-theoretic fixed point theorems to discontinuous quasi-equilibrium problems
... study quasi-equilibrium ...to quasi-equilibrium problems are obtained on Hilbert lattices, chain-complete lattices and chain-complete posets, ...on equilibrium problems, our approach is ...
13
Existence conditions for symmetric generalized quasi variational inclusion problems
... generalized quasi-variational inclusion problems include as special cases symmetric generalized vector quasi-equilibrium problems, vector quasi-equilibrium problems, symmetric vector ...
12
The Systems for Generalized of Vector Quasiequilibrium Problems and Its Applications
... Abstract: In this paper, we study the systems of generalized quasiequilibrium problems which includes as special cases the generalized vector quasi-equilibrium problems, vector quasiequilibrium problems, ...
14
EQUILIBRIUM AND RECROSSINGS OF THE TRANSITION STATE: WHAT CAN BE LEARNED FROM DIFFUSION?
... We examine the assumptions and conclusion of (generalized) transition state the- ory (GTST) by considering the activation process in the diffusion (Langevin) limit. We find the asymptotic structure of the leading ...
54
Scalarized system of nonsmooth vector quasi variational inequalities with applications to Debreu type vector equilibrium problems
... vector quasi-equilibrium problems was first introduced and studied by Ansari et ...vector equilibrium problem (VEP, for short) which has received a lot of attention by many researchers in recent years ...
10
Quasi-Perfect Stackelberg Equilibrium
... (e.g., quasi-perfect) equilibrium can be found by solving a mathematical program with that perturbation size (Miltersen and Sørensen 2010; Farina and Gatti 2017; Farina, Gatti, and Sandholm 2018), and ...
8
Mixed quasi invex equilibrium problems
... of invexity plays exactly the same role in variational-like inequalities that classical con- vexity plays in variational inequalities. This shows that the variational-like inequalities are well defined in the setting of ...
11
Equilibrium of Bayesian fuzzy economies and quasi variational inequalities with random fuzzy mappings
... on Bochner integration. In Section , the model of differential information abstract fuzzy economy is introduced, and the main result is also stated. Section contains existence re- sults for solutions of random ...
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