We provide an in-depth study of Nash equilibria in multi-objective normal-form games
(MONFGs), ie, normal-form games with vectorial payoffs. Taking a utility-based approach …

Multi-objective game (MOG) is a fundamental model for the decision-making problems in
which each player must consider multi-dimensional payoffs that reflect different objectives …

Air-to-air combat tactical decisions for multiple unmanned aerial vehicles (ACTDMU) are a
key decision-making step in beyond visual range combat. Complex influencing factors …

The most difficult decision problems arise when several parties with several criteria must
reach a consensus. This problem can be modelled as a game with vector-valued payoffs. If …

In this paper, we study the properties of Germeier's scalarization applied for solving
multicriteria games. The equilibria and the equilibrium values of such games, as a rule …

The problem is to formalize the solution of a two-person zero-sum multicriteria (MC) game,
providing a payoff to both players with respect to their MC best guaranteed results. As the …

Leadership games, also referred to as Stackelberg games, feature one or more leaders who
are obligated to commit to a strategy a priori and followers that react to this commitment. It is …

In this paper the equilibria of bimatrix games with multi-dimensional payoffs are analysed. In
order to derive a description of the sets of equilibria for these games, two approaches are …

Emerging networks are envisioned to sustain not only the communication service, but also
other applications such as sensing, localisation, or physical layer security. These multiple …

The problem is formulated of analyzing the possibility of parametrizing the multicriteria
maximin value using a linear scalarization. A representation based on the inverse …