AbstractIt is well known that the implicit resolvent equations are equivalent to the quasivariational inclusions. We use this alternative equivalent formulation to study the sensitivity of the quasivariational inclusions without assuming the differentiability of the given data. Since the quasi-variational inclusions include classical variational inequalities, quasi (mixed) variational inequalities, and complementarity problems as special cases, results obtained in this paper continue to hold for these problems. In fact, our results can be considered as a significant extension of previously known results
It is well known that the Wiener-Hopf equations are equivalent to the general variational inequaliti...
AbstractSensitivity analysis for generalized strongly monotone variational inclusions based on the (...
International audienceWe provide a sensitivity result for the solutions to the following finite-dime...
AbstractIn this paper, we develop the sensitivity analysis for quasi variational inclusions by using...
AbstractIn this paper, we use the implicit resolvent operator technique to study the sensitivity ana...
AbstractIn this paper, by using a resolvent operator technique of maximal monotone mappings and the ...
AbstractIn this paper, by using a resolvent operator technique of maximal monotone mappings and the ...
In this paper, we prove that the general quasi variational inequalities are equivalent to the fixed ...
AbstractIn this paper, using proximal-point mapping technique of P-η-accretive mapping and the prope...
AbstractA new class of parametric completely generalized mixed implicit quasi-variational inclusions...
In this paper, we consider some new classes of the quasi-variational inclusions involving three mono...
Some results on the sensitivity analysis for relaxed cocoercive quasivariational inclusions are obta...
It is well known that the Wiener-Hopf equations are equivalent to the general variational inequalit...
AbstractIn this paper, we develop the sensitivity analysis for generalized set-valued variational in...
AbstractIn this paper we introduce a new class of parametric completely generalized nonlinear implic...
It is well known that the Wiener-Hopf equations are equivalent to the general variational inequaliti...
AbstractSensitivity analysis for generalized strongly monotone variational inclusions based on the (...
International audienceWe provide a sensitivity result for the solutions to the following finite-dime...
AbstractIn this paper, we develop the sensitivity analysis for quasi variational inclusions by using...
AbstractIn this paper, we use the implicit resolvent operator technique to study the sensitivity ana...
AbstractIn this paper, by using a resolvent operator technique of maximal monotone mappings and the ...
AbstractIn this paper, by using a resolvent operator technique of maximal monotone mappings and the ...
In this paper, we prove that the general quasi variational inequalities are equivalent to the fixed ...
AbstractIn this paper, using proximal-point mapping technique of P-η-accretive mapping and the prope...
AbstractA new class of parametric completely generalized mixed implicit quasi-variational inclusions...
In this paper, we consider some new classes of the quasi-variational inclusions involving three mono...
Some results on the sensitivity analysis for relaxed cocoercive quasivariational inclusions are obta...
It is well known that the Wiener-Hopf equations are equivalent to the general variational inequalit...
AbstractIn this paper, we develop the sensitivity analysis for generalized set-valued variational in...
AbstractIn this paper we introduce a new class of parametric completely generalized nonlinear implic...
It is well known that the Wiener-Hopf equations are equivalent to the general variational inequaliti...
AbstractSensitivity analysis for generalized strongly monotone variational inclusions based on the (...
International audienceWe provide a sensitivity result for the solutions to the following finite-dime...