A generalized Nash equilibrium problem corresponds to a noncooperative interaction
between a finite set of players in which the cost function and the feasible set of each player …

In this paper, we study a generalized quasi-variational inequality (GQVI for short) with two
multivalued operators and two bifunctions in a Banach space setting. A coupling of the …

In this paper, we study an inverse problem of estimating three discontinuous parameters in a
double phase implicit obstacle problem with multivalued terms and mixed boundary …

This paper aims to introduce a new projection method for solving pseudomonotone
variational inequality problems in real reflexive Banach spaces. The main algorithm is based …

The concept of adjusted sublevel set for a quasiconvex function was introduced by Aussel
and Hadjisavvas who proved the local existence of a norm-to-weak∗ upper semicontinuous …

This paper deals with solvability and algorithms for a new class of generalized nonlinear
variational-like inequalities in reflexive Banach spaces. By employing the Banach's fixed …

In this paper, we consider a new kind of evolution multivalued quasi-variational inequalities
with feedback effect and a nonlinear bifunction which contain several (evolution) quasi …

This paper focuses on the analysis of generalized quasivariational inequalities with non-self
map. In Aussel et al.,(2016), introduced the concept of the projected solution to study such …

We consider a parameterized variational inequality\((A, Y)\) in a Banach space\(E\) defined
on a closed, convex and bounded subset\(Y\) of\(E\) by a monotone operator\(A\) depending …

The research work presented in this thesis covers two topics: first, we focused on quasi-
variational inequality problems and generalized Nash equilibrium problems; and second …