Preuss, Gerhard(Universitat Politècnica de València, 2003-10-01)
[EN] In the realm of semiuniform convergence spaces first countability is divisible and leads to a well-behaved topological construct with natural function spaces and one-point extensions such that countable products of ...
Shah, Sejal; Das, Ruchi; Das, Tarun(Universitat Politècnica de València, 2016-10-03)
[EN] We prove that if a uniformly continuous self-map $f$ of a uniform space has topological specification property then the map $f$ has positive uniform entropy, which extends the similar known result for homeomorphisms ...