Add to ORKGLet X be a topological space, P a property of subsets of X and a an ordinal then the point-picking game GP(X) a is defined as follows
summary:Given a subbase $\mathcal S$ of a space $X$, the game $PO(\mathcal S,X)$ is defined for two ...
summary:Given a subbase $\mathcal S$ of a space $X$, the game $PO(\mathcal S,X)$ is defined for two ...
AbstractIfX is a topological space and α is an ordinal, then the point-open game of length α on X, a...
Abstract. We consider a natural way of extending the Lebesgue covering dimension to various classes ...
Abstract. We consider a natural way of extending the Lebesgue covering dimension to various classes ...
Abstract. G. Gruenhage gave a characterization of paracompact-ness of locally compact spaces in term...
G. Gruenhage gave a characterization of paracompactness of locally compact spaces in terms of game t...
We present a unified approach, based on dominating families in binary relations, for the study of to...
We present a unified approach, based on dominating families in binary relations, for the study of to...
We present a unified approach, based on dominating families in binary relations, for the study of to...
We present a unified approach, based on dominating families in binary relations, for the study of to...
This contribution is a continuation of the second author's note [3]. In contrast to [3], here t...
AbstractWe investigate game-theoretic properties of selection principles related to weaker forms of ...
summary:Given a subbase $\mathcal S$ of a space $X$, the game $PO(\mathcal S,X)$ is defined for two ...
This note characterizes ordinal potential games by the absence of weak improve-ment cycles and an or...
summary:Given a subbase $\mathcal S$ of a space $X$, the game $PO(\mathcal S,X)$ is defined for two ...
summary:Given a subbase $\mathcal S$ of a space $X$, the game $PO(\mathcal S,X)$ is defined for two ...
AbstractIfX is a topological space and α is an ordinal, then the point-open game of length α on X, a...
Abstract. We consider a natural way of extending the Lebesgue covering dimension to various classes ...
Abstract. We consider a natural way of extending the Lebesgue covering dimension to various classes ...
Abstract. G. Gruenhage gave a characterization of paracompact-ness of locally compact spaces in term...
G. Gruenhage gave a characterization of paracompactness of locally compact spaces in terms of game t...
We present a unified approach, based on dominating families in binary relations, for the study of to...
We present a unified approach, based on dominating families in binary relations, for the study of to...
We present a unified approach, based on dominating families in binary relations, for the study of to...
We present a unified approach, based on dominating families in binary relations, for the study of to...
This contribution is a continuation of the second author's note [3]. In contrast to [3], here t...
AbstractWe investigate game-theoretic properties of selection principles related to weaker forms of ...
summary:Given a subbase $\mathcal S$ of a space $X$, the game $PO(\mathcal S,X)$ is defined for two ...
This note characterizes ordinal potential games by the absence of weak improve-ment cycles and an or...
summary:Given a subbase $\mathcal S$ of a space $X$, the game $PO(\mathcal S,X)$ is defined for two ...
summary:Given a subbase $\mathcal S$ of a space $X$, the game $PO(\mathcal S,X)$ is defined for two ...
AbstractIfX is a topological space and α is an ordinal, then the point-open game of length α on X, a...