[PDF] Top 20 Levitin Polyak Well Posedness for Equilibrium Problems with Functional Constraints
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Levitin Polyak Well Posedness for Equilibrium Problems with Functional Constraints
... optimization problems, fixed point problems, variational inequality problems, and complementarity prob- lems as special ...years, equilibrium problem has been extensively studied and ... See full document
14
Levitin-Polyak Well-Posedness in Vector Quasivariational Inequality Problems with Functional Constraints
... of Levitin-Polyak LP in short well posednesses and generalized LP well posednesses for vector quasivariational inequalities with functional ...LP well posednesses and generalized ... See full document
16
Generalized Levitin-Polyak Well-Posedness of Vector Equilibrium Problems
... generalized Levitin-Polyak well-posedness of vector equilibrium problems with fun- ctional constraints as well as an abstract set ...generalized ... See full document
14
Levitin Polyak well posedness for generalized semi infinite multiobjective programming problems
... is well known that the well-posedness is very important for both optimization theory and numerical methods of optimization problems, which guar- antees that, for approximating solution ... See full document
13
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 ...(generalized) Levitin-Polyak ... See full document
22
Well posed symmetric vector quasi equilibrium problems
... is well known, the notion of well-posedness can be divided into two different groups: Hadamard type and Tykhonov type [, ...type well- posedness is based on the continuous dependence of ... See full document
10
The uniqueness and well-posedness of vector equilibrium problems with a representation theorem for the solution set
... nonlinear problems is also an important topic. The notion of well-posedness is just one of the approaches to the ...of well-posedness about optimization-related ...For ... See full document
13
The well posedness for a system of generalized quasi variational inclusion problems
... tion problems. In , Tykhonov [] first introduced the concept of well-posedness for a global minimizing problem, which has become known as Tykhonov ...after, Levitin-Polyak [] ... See full document
15
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 ... See full document
12
Well-posedness for parametric strong vector quasi-equilibrium problems with applications
... is well known that well-posedness is very important for both optimization theory and numerical methods of optimization problems, which guarantees that, for every approximating solution ... See full document
14
A coupled ligand receptor bulk surface system on a moving domain : well posedness, regularity and convergence to equilibrium
... parabolic problems with time-dependent elliptic operators have only somewhat recently been comprehensively answered, see the work of Denk, Hieber and Pr¨ uss ... See full document
35
On a model for the Navier–Stokes equations using magnetization variables
... more well known in the study of the Euler equations, but in the case of the Navier–Stokes system it has previously been discussed in, for example, [18] and ... See full document
15
On well-posedness for some thermo-piezoelectric coupling models
... inverse problems associated with obtaining a set of optimal design parameters for a desired set of sensor operating ...the well-posedness of the quasi-electrostatic model of a piezoelectric material ... See full document
13
Well posedness for generalized \((\eta ,g,\varphi )\) mixed vector variational type inequality and optimization problems
... parametric well-posedness for opti- mization problems with variational inequality constraints by using the approximating se- ...the well-posedness, L-well-posedness ... See full document
16
Well-posedness and stationary solutions
... In this paper, using the methods of [5] we prove a well-posedness result for (1.2) Although this result holds for any dimension n, here we restrict ourselves to the one- dimensional case Ω ≡ (0, L), L > ... See full document
13
Well posedness for parametric generalized vector quasivariational inequality problems of the Minty type
... where w, m, and s are used for weak, middle, and strong, respectively, kinds of considered problems. Let α ∈ {w, m, s}, α ¯ ∈ { ¯ w, m, ¯ ¯ s}, and, for γ ∈ , λ ∈ . We consider the following parametric generalized ... See full document
16
Well-posedness of fractional parabolic equations
... the well-posedness of problem () with dependent in t operator coefficients A(t) in spaces of smooth functions is ...of problems for mth order multidimensional fractional parabolic equations and ... See full document
18
An iterative algorithm for system of generalized equilibrium problems and fixed point problem
... generalized equilibrium problems ...of equilibrium problems in the setting of metric ...generalized equilibrium problems with constraints of several problems: a ... See full document
21
On the well-posedness problem of the electrorheological fluid equations
... The equations addressed arise in electrorheological fluids theory. Compared with the known results [2, 3, 14], the novelty lies in that, if the diffusion coefficient is degenerate on the boundary, the existence and the ... See full document
15
On the well-posedness of generalized Darcy–Forchheimer equation
... In this article, we establish the well-posedness of (2)–(4). Our technique of proof is sim- ilar to the one in [20] with some necessary modifications due to the nature of the nonlinear term. We now state our ... See full document
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