We first analyse what a conceptual definition of ordinality for non cooperative games should be. The resulting concept is highly abstract and apparently unmanageable. Nevertheless we obtain in a second part a very simple and fully operational characterization. In the last part, this is used to check the ordinality of a number of concepts that have been proposed in the literature
We study common belief of rationality in strategic-form games with ordinal utilities, employing a mo...
2. Basic notions 2.1. Extensive form games. 2.2. Strategic form games. 3. Solution concepts for non-...
In general, consideration of the non-cooperative case of a two-person non-zero-sum game leads to a m...
In this paper we reformulate Mertens’ definition of ordinality for solutions defined on the class o...
In this paper we study well posedness property for Nash equilibria and we consider an ordinal approa...
he present paper proposes the first definition of mixed equilibrium for ordinal games. This definiti...
In this paper I consider the ordinal equivalence of the Shapley and Banzhaf values for TU cooperati...
In bargaining problems, a rule satisfies ordinal invariance if it does not depend on order-preservin...
This note characterizes ordinal potential games by the absence of weak improve-ment cycles and an or...
The traditional field of cardinal game theory requires that the objective functions, which map the c...
This paper introduces a new solution concept for games with incomplete preferences. The concept is b...
In game theory, cooperative and non-cooperative approaches are distinguished in terms of two element...
In this paper we give a survey of certain results on the determinacy of games on ordinals and its v...
In this contribution we investigate the (non) ordinality of Tikhonov well posedness property for Na...
The aim of this paper is to give, for Nash equilibria, a well posedness criterion in the form of an ...
We study common belief of rationality in strategic-form games with ordinal utilities, employing a mo...
2. Basic notions 2.1. Extensive form games. 2.2. Strategic form games. 3. Solution concepts for non-...
In general, consideration of the non-cooperative case of a two-person non-zero-sum game leads to a m...
In this paper we reformulate Mertens’ definition of ordinality for solutions defined on the class o...
In this paper we study well posedness property for Nash equilibria and we consider an ordinal approa...
he present paper proposes the first definition of mixed equilibrium for ordinal games. This definiti...
In this paper I consider the ordinal equivalence of the Shapley and Banzhaf values for TU cooperati...
In bargaining problems, a rule satisfies ordinal invariance if it does not depend on order-preservin...
This note characterizes ordinal potential games by the absence of weak improve-ment cycles and an or...
The traditional field of cardinal game theory requires that the objective functions, which map the c...
This paper introduces a new solution concept for games with incomplete preferences. The concept is b...
In game theory, cooperative and non-cooperative approaches are distinguished in terms of two element...
In this paper we give a survey of certain results on the determinacy of games on ordinals and its v...
In this contribution we investigate the (non) ordinality of Tikhonov well posedness property for Na...
The aim of this paper is to give, for Nash equilibria, a well posedness criterion in the form of an ...
We study common belief of rationality in strategic-form games with ordinal utilities, employing a mo...
2. Basic notions 2.1. Extensive form games. 2.2. Strategic form games. 3. Solution concepts for non-...
In general, consideration of the non-cooperative case of a two-person non-zero-sum game leads to a m...
DOI
Add to ORKG