In the mathematical field of topology a uniform property or uniform invariant is a property of a uniform space which is invariant under uniform isomorphisms.
Since uniform spaces come as topological spaces and uniform isomorphisms are homeomorphisms, every topological property of a uniform space is also a uniform property. This article is (mostly) concerned with uniform properties that are not topological properties.
Read more about Uniform Property: Uniform Properties
Famous quotes containing the words uniform and/or property:
“Thus for each blunt-faced ignorant one
The great grey rigid uniform combined
Safety with virtue of the sun.
Thus concepts linked like chainmail in the mind.”
—Thom Gunn (b. 1929)
“Only the old are innocent. That is what the Victorians understood, and the Christians. Original sin is a property of the young. The old grow beyond corruption very quickly.”
—Malcolm Bradbury (b. 1932)