In this paper, we consider a class of multi-objective optimization (MOP) problems where the
objective holders are independent humans or human-based entities. These problems are …

We consider optimal control problems with ordinary differential equations that are coupled
by shared, possibly nonconvex, constraints. For these problems, we use the generalized …

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 …

Building upon the results in [M. Hintermüller and T. Surowiec, Pac. J. Optim., 9 (2013), pp.
251--273], a class of noncooperative Nash equilibrium problems is presented, in which the …

This paper deals with generalized Nash equilibrium problems (GNEPs) in Banach spaces.
We give an existence result for normalized equilibria of jointly convex GNEPs and then …

This thesis is concerned with a class of general-purpose algorithms for constrained
minimization problems, variational inequalities, and quasi-variational inequalities in Banach …

This paper deals with quasi-variational inequality problems (QVIs) in a generic Banach
space setting. We provide a theoretical framework for the analysis of such problems which is …

This paper investigates evolutionary quasi-variational inequalities that involve multi-valued
monotone and pseudo-monotone maps. The purpose of including the pseudo-monotone …

A class of risk-neutral generalized Nash equilibrium problems is introduced in which the
feasible strategy set of each player is subject to a common linear elliptic partial differential …

We consider the generalized Nash equilibrium problem (GNEP) with N players in a Hilbert
space setting. The joint constraints are eliminated by an augmented Lagrangian-type …