A. Eysen

collaborators

2 papers

math.GN2025

On uniformly continuous surjections between function spaces

Ali Emre Eysen, Vesko Valov

We consider uniformly continuous surjections between $C_{p} (X)$ and $C_{p} (Y)$ (resp, $C_{p}^{*} (X)$ and $C_{p}^{*} (Y$ )) and show that if $X$ has some dimensional-like properties, then so does…

math.GN2025

On uniformly continuous surjections between $C_{p}$ -spaces over metrizable spaces

A. Eysen, A. Leiderman, V. Valov

Let $X$ be metrizable, $Y$ be perfectly normal and suppose that there exists a uniformly continuous surjection $T : C_{p} (X) \to C_{p} (Y)$ (resp., $T : C_{p}^{*} (X) \to C_{p}^{*} (Y)$ ), w…

On uniformly continuous surjections between function spaces

On uniformly continuous surjections between Cp​-spaces over metrizable spaces

On uniformly continuous surjections between $C_{p}$ -spaces over metrizable spaces