AbstractWe give the embedding theorem of a mapping space CK(X, Y) with compact open topology in Cp(K(X),K(Y)) with pointwise convergence topology, where K(X), K(Y) are the hyperspaces of compact subsets with finite topology
AbstractWe give a mapping space C(X,Y) that is not M3 , where X is a compact metrizable space and Y ...
AbstractLet X be a Tychonoff space, Y a metrizable space and C(X,Y) be the space of continuous funct...
AbstractThe proof of Štan'ko's embedding approximation theorem is simplified and extended to a relat...
AbstractWe give the embedding theorem of a mapping space CK(X, Y) with compact open topology in Cp(K...
AbstractA hyperspace construction is shown to yield a theorem, with a one-line proof, one of the cor...
AbstractA new characterization is given for the ℵ0-spaces of E. Michael. It is known that if X and Y...
AbstractEilenberg proved that if a compact space X admits a zero-dimensional map f:X→Y, where Y is m...
AbstractFor a completely regular space X and a normed space E let Ck(X, E) (respectively Cp(X, E)) b...
AbstractThis paper studies the C-compact-open topology on the set C(X) of all real-valued continuous...
We give conditions under which iterated hyperspaces of finite subsets, with Ochan’s topology, are h...
AbstractAmong other things it is proved that the set of all open mappings between compacta X and Y i...
AbstractThis paper studies the compact-open topology on the set KC(X) of all real-valued functions d...
AbstractThe purpose of this paper is to show that, if f:X→Y is an open-closed onto map and if X is p...
AbstractLet X and Y be Hausdorff topological spaces. Let P be the family of all partial maps from X ...
AbstractFor every compact metrizable space X there is a metrizable compactification μ(X) of ω whose ...
AbstractWe give a mapping space C(X,Y) that is not M3 , where X is a compact metrizable space and Y ...
AbstractLet X be a Tychonoff space, Y a metrizable space and C(X,Y) be the space of continuous funct...
AbstractThe proof of Štan'ko's embedding approximation theorem is simplified and extended to a relat...
AbstractWe give the embedding theorem of a mapping space CK(X, Y) with compact open topology in Cp(K...
AbstractA hyperspace construction is shown to yield a theorem, with a one-line proof, one of the cor...
AbstractA new characterization is given for the ℵ0-spaces of E. Michael. It is known that if X and Y...
AbstractEilenberg proved that if a compact space X admits a zero-dimensional map f:X→Y, where Y is m...
AbstractFor a completely regular space X and a normed space E let Ck(X, E) (respectively Cp(X, E)) b...
AbstractThis paper studies the C-compact-open topology on the set C(X) of all real-valued continuous...
We give conditions under which iterated hyperspaces of finite subsets, with Ochan’s topology, are h...
AbstractAmong other things it is proved that the set of all open mappings between compacta X and Y i...
AbstractThis paper studies the compact-open topology on the set KC(X) of all real-valued functions d...
AbstractThe purpose of this paper is to show that, if f:X→Y is an open-closed onto map and if X is p...
AbstractLet X and Y be Hausdorff topological spaces. Let P be the family of all partial maps from X ...
AbstractFor every compact metrizable space X there is a metrizable compactification μ(X) of ω whose ...
AbstractWe give a mapping space C(X,Y) that is not M3 , where X is a compact metrizable space and Y ...
AbstractLet X be a Tychonoff space, Y a metrizable space and C(X,Y) be the space of continuous funct...
AbstractThe proof of Štan'ko's embedding approximation theorem is simplified and extended to a relat...
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