Add to ORKGLet X be a completely metrizable space. Then the space of nonempty closed subsets of X endowed with the Wijsman topology is a-favorable in the strong Choquet game. As a consequence, a short proof ofthe Beer-Costantini Theorem on Polishness of the Wijsman topology is given
Baireness of the Wijsman hyperspace topology is characterized for a metrizable base space with a cou...
We discuss the question of extending homeomorphism between closed subsets of the Cantor discontinuum...
Let (X, d) be a metric space and CL(X) the family of all nonempty closed subsets of X. We provide a ...
The Banach–Mazur game as well as the strong Choquet game are investigated on theWijsman hyperspace f...
For a normal space X, a (i.e. the nonempty player) having a winning strategy (resp. winning tactic) ...
AbstractThe Banach–Mazur game as well as the strong Choquet game are investigated on the Wijsman hyp...
Answering a question of Telgársky in the negative, it is shown that there is a space which is ß-favo...
In the main result, partially answering a question of Telg´arsky,the following is proven: if X is a ...
There exists a completely metrizable bounded metrizablespaceXwith compatible metricsd, d'so that the...
AbstractLet X be a separable metrizable space. It is proved that the space Ck(X) of all continuous r...
We prove that player α has a winning strategy in the Banach–Mazur game on a space X if and only if X...
The cut pseudo-metric on the space of graph limits induces an equivalence relation. The quotient spa...
[EN] By using a result in Kirk (Pac J Math 45:543 554, 1973), we show that there are separable Banac...
Baireness of the Wijsman hyperspace topology is characterized for a metrizable base space with a cou...
The paper proposes a uni?ed description of hypertopologies, i.e. topologies on the nonempty closed s...
Baireness of the Wijsman hyperspace topology is characterized for a metrizable base space with a cou...
We discuss the question of extending homeomorphism between closed subsets of the Cantor discontinuum...
Let (X, d) be a metric space and CL(X) the family of all nonempty closed subsets of X. We provide a ...
The Banach–Mazur game as well as the strong Choquet game are investigated on theWijsman hyperspace f...
For a normal space X, a (i.e. the nonempty player) having a winning strategy (resp. winning tactic) ...
AbstractThe Banach–Mazur game as well as the strong Choquet game are investigated on the Wijsman hyp...
Answering a question of Telgársky in the negative, it is shown that there is a space which is ß-favo...
In the main result, partially answering a question of Telg´arsky,the following is proven: if X is a ...
There exists a completely metrizable bounded metrizablespaceXwith compatible metricsd, d'so that the...
AbstractLet X be a separable metrizable space. It is proved that the space Ck(X) of all continuous r...
We prove that player α has a winning strategy in the Banach–Mazur game on a space X if and only if X...
The cut pseudo-metric on the space of graph limits induces an equivalence relation. The quotient spa...
[EN] By using a result in Kirk (Pac J Math 45:543 554, 1973), we show that there are separable Banac...
Baireness of the Wijsman hyperspace topology is characterized for a metrizable base space with a cou...
The paper proposes a uni?ed description of hypertopologies, i.e. topologies on the nonempty closed s...
Baireness of the Wijsman hyperspace topology is characterized for a metrizable base space with a cou...
We discuss the question of extending homeomorphism between closed subsets of the Cantor discontinuum...
Let (X, d) be a metric space and CL(X) the family of all nonempty closed subsets of X. We provide a ...