Fine Uniformity

Some articles on fine uniformity, uniformity, fine:

Uniformizable Space - Fine Uniformity
... Given a uniformizable space X there is a finest uniformity on X compatible with the topology of X called the fine uniformity or universal uniformity ... A uniform space is said to be fine if it has the fine uniformity generated by its uniform topology ... The fine uniformity is characterized by the universal property any continuous function f from a fine space X to a uniform space Y is uniformly continuous ...

Famous quotes containing the words uniformity and/or fine:

    The diversity in the faculties of men, from which the rights of property originate, is not less an insuperable obstacle to a uniformity of interests. The protection of these faculties is the first object of government.
    James Madison (1751–1836)

    Goodbye, Maria. I’m sure you’ll make a very fine nun.
    Ernest Lehman (b. 1920)