S. Hern'andez

collaborators

3 papers

math.FA2025

Extension of continuous functions on product spaces, Bohr Compactification and Almost Periodic Functions

Salvador HernÃ¡ndez

The Bohr compactification is a well known construction for (topological) groups and semigroups. Recently, this notion has been investigated for arbitrary structures in \cite{har_ku…

math.FA2025

Group homomorphisms induced by isometries

Salvador HernÃ¡ndez

Let $G$ and $H$ be locally compact groups and consider their associate spaces of almost periodic functions $A P (G)$ and $A P (H)$ . We investigate the continuous group homomorphisms in…

math.GR2025

Bohr compactification and Chu duality of non-abelian locally compact groups

MarÃa V. Ferrer, S. HernÃ¡ndez

The \emph{Bohr compactification} of an arbitrary topological group $G$ is defined as the group compactification $(b G, b)$ with the following universal property: for every continuous…