Adjective
uniformizable (not comparable)
(mathematics) Able to be uniformized.
Conversely, each completely regular space is uniformizable. Source: Internet
Every uniformizable space is a completely regular topological space. Source: Internet
In general several different uniform structures can be compatible with a given topology on X. Uniformizable spaces A topological space is called uniformizable if there is a uniform structure compatible with the topology. Source: Internet
Some authors (e.g. Engelking) add this last condition directly in the definition of a uniformizable space. Source: Internet
; Uniformizable /Uniformisable: A space is uniformizable if it is homeomorphic to a uniform space. Source: Internet