On the globalization of geometric partial (co)modules in the categories of topological spaces and algebras
arXiv:2107.06574 · doi:10.1007/s00233-022-10269-3
Abstract
We study the globalization of partial actions on sets and topological spaces and of partial coactions on algebras by applying the general theory of globalization for geometric partial comodules, as previously developed by the authors. We show that this approach does not only allow to recover all known results in these settings, but it allows to treat new cases of interest, too.
16 pages, comments are welcome!