AbstractIt is shown that a product of metric spaces has remote points if and only if it is noncompact. Within the proof, infinitary combinatoric methods are developed and implemented to create an effective strategy for a two player game. Many new examples are given of nonpseudocompact products which have the property that the nonhomogeneity of the remainder can be demonstrated by an explicit pair of points
textabstractIn this chapter we give an overview on the theory of noncooperative games. In the first ...
textabstractIn this chapter we give an overview on the theory of noncooperative games. In the first ...
AbstractWe prove it consistent that for every countable indecomposable ordinal γ there is a topologi...
AbstractIt is shown that a product of metric spaces has remote points if and only if it is noncompac...
AbstractA point p ∈ βX\X is a remote point of X if p∉ clβXD for any nowhere dense D ⊂ X. Van Douwen,...
In competitive location games [2] players aim at choosing suitable locations or points in given metr...
Schmidt's game is a powerful tool for studying properties of certain sets which arise in Diophantine...
Abstract. We consider a natural way of extending the Lebesgue covering dimension to various classes ...
We introduce a new multi-player geometric game, which we will refer to as the isolation game, and st...
AbstractAssume CH. Let I be any index set, and let Xi, for i∈I, be a completely regular ccc topologi...
AbstractWe introduce a new multi-player geometric game, which we will refer to as the isolation game...
In this paper we introduce and analyze new classes of cooperative games related to facility location...
It has been shown that in the case of finite games, games with a small Maximum Pairwise Difference (...
AbstractConsider the following game played in a locally compact space X: at the nth move, K chooses ...
We characterize the countable dimensionality of metric spaces in terms of a game-theoretic version o...
textabstractIn this chapter we give an overview on the theory of noncooperative games. In the first ...
textabstractIn this chapter we give an overview on the theory of noncooperative games. In the first ...
AbstractWe prove it consistent that for every countable indecomposable ordinal γ there is a topologi...
AbstractIt is shown that a product of metric spaces has remote points if and only if it is noncompac...
AbstractA point p ∈ βX\X is a remote point of X if p∉ clβXD for any nowhere dense D ⊂ X. Van Douwen,...
In competitive location games [2] players aim at choosing suitable locations or points in given metr...
Schmidt's game is a powerful tool for studying properties of certain sets which arise in Diophantine...
Abstract. We consider a natural way of extending the Lebesgue covering dimension to various classes ...
We introduce a new multi-player geometric game, which we will refer to as the isolation game, and st...
AbstractAssume CH. Let I be any index set, and let Xi, for i∈I, be a completely regular ccc topologi...
AbstractWe introduce a new multi-player geometric game, which we will refer to as the isolation game...
In this paper we introduce and analyze new classes of cooperative games related to facility location...
It has been shown that in the case of finite games, games with a small Maximum Pairwise Difference (...
AbstractConsider the following game played in a locally compact space X: at the nth move, K chooses ...
We characterize the countable dimensionality of metric spaces in terms of a game-theoretic version o...
textabstractIn this chapter we give an overview on the theory of noncooperative games. In the first ...
textabstractIn this chapter we give an overview on the theory of noncooperative games. In the first ...
AbstractWe prove it consistent that for every countable indecomposable ordinal γ there is a topologi...
DOI
Add to ORKG