AbstractFor a Tychonoff space X, Cp(X) denotes the space of all real-valued continuous functions on X with the pointwise convergent topology. Two Tychonoff spaces X and Y are said to be l-equivalent if Cp(X) and Cp(Y) are linearly homeomorphic. We give a characterization of spaces that are l-equivalent to a disk
AbstractIf X and Y are Hausdorff spaces with X locally compact, then the compact-open topology on th...
AbstractLet E be a non-trivial Banach space. The question when the spaces Cp(X,E) and Cp(Y,E) of all...
AbstractLet G be a topological group with the identity element e. Given a space X, we denote by Cp(X...
AbstractFor a Tychonoff space X, Cp(X) denotes the space of all continuous real-valued functions on ...
AbstractFor a Tychonoff space X, Cp(X) denotes the space of all continuous real-valued functions on ...
AbstractTwo topological spaces X and Y are said to be l-equivalent if there is a linear homeomorphis...
For a Tychonoff space X, we denote by Cp(X) and Cc(X) the space of continuous real-valued functions ...
AbstractWe give an internal characterization of spaces X such that the space Cp(X) of continuous rea...
AbstractFor a completely regular space X and a normed space E let Ck(X, E) (respectively Cp(X, E)) b...
For a completely regular space $X$, denote by $C_p(X)$ the space of continuous real-valued functions...
For a subset Aof the real line R, modification of the Sorgenfrey line SAis a topological space whose...
summary:We study relations between the Lindelöf property in the spaces of continuous functions with ...
summary:We study relations between the Lindelöf property in the spaces of continuous functions with ...
AbstractFor a Tychonoff space X we denote by Cp(X) the space of all real-valued continuous functions...
Abstract. The note contains two examples of function spaces Cp(X) endowed with the pointwise topolog...
AbstractIf X and Y are Hausdorff spaces with X locally compact, then the compact-open topology on th...
AbstractLet E be a non-trivial Banach space. The question when the spaces Cp(X,E) and Cp(Y,E) of all...
AbstractLet G be a topological group with the identity element e. Given a space X, we denote by Cp(X...
AbstractFor a Tychonoff space X, Cp(X) denotes the space of all continuous real-valued functions on ...
AbstractFor a Tychonoff space X, Cp(X) denotes the space of all continuous real-valued functions on ...
AbstractTwo topological spaces X and Y are said to be l-equivalent if there is a linear homeomorphis...
For a Tychonoff space X, we denote by Cp(X) and Cc(X) the space of continuous real-valued functions ...
AbstractWe give an internal characterization of spaces X such that the space Cp(X) of continuous rea...
AbstractFor a completely regular space X and a normed space E let Ck(X, E) (respectively Cp(X, E)) b...
For a completely regular space $X$, denote by $C_p(X)$ the space of continuous real-valued functions...
For a subset Aof the real line R, modification of the Sorgenfrey line SAis a topological space whose...
summary:We study relations between the Lindelöf property in the spaces of continuous functions with ...
summary:We study relations between the Lindelöf property in the spaces of continuous functions with ...
AbstractFor a Tychonoff space X we denote by Cp(X) the space of all real-valued continuous functions...
Abstract. The note contains two examples of function spaces Cp(X) endowed with the pointwise topolog...
AbstractIf X and Y are Hausdorff spaces with X locally compact, then the compact-open topology on th...
AbstractLet E be a non-trivial Banach space. The question when the spaces Cp(X,E) and Cp(Y,E) of all...
AbstractLet G be a topological group with the identity element e. Given a space X, we denote by Cp(X...
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