Industrial water conservation is an important adaptation to preserve the environment. Eco-
Industrial Parks (EIPs) have been designed to encourage the establishment of water …

Local solutions for variational and quasi-variational inequalities are usually the best type of
solutions that could practically be obtained when in lack of convexity or else when available …

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 …

We consider a class of finite-dimensional variational inequalities where both the operator
and the constraint set can depend on a parameter. Under suitable assumptions, we provide …

This note qualifies some results in Cotrina and Flores-Bazán (2024) on the 'Finite
intersection property'. We remind the essential role of this property for proving our results. In …

In this note we are interested in a relevant generalized Nash equilibrium problem, which
was proposed by Rosen in 1965. An existence result is established in the general setting of …

This work is devoted to inverse maximum theorems and is motivated by the ones given by
Komiya and Yamauchi. Also, we show that the results by Arrow and Debreu, on the …

This paper studies algebraic degree of generalized Nash equilibrium problems (GNEPs)
given by polynomials. Their generalized Nash equilibria (GNEs), as well as their KKT or Fritz …

In this work, we focus on the concept of projected solutions for generalized Nash equilibrium
problems. We present new existence results by considering sets of strategies that are not …

It is known that the generalized Nash equilibrium problem can be reformulated as a
quasivariational inequality. Our aim in this work is to introduce a variational approach to …