Topological space
From Conservapedia
This is the current revision of Topological space as edited by DavidB4-bot (Talk | contribs) at 20:41, July 13, 2016. This URL is a permanent link to this version of this page.
A topological space is a pair (X, T), where X is a set, and T is a collection of subsets of X that satisfy the following 3 axioms:
- The empty set and X are elements of T.
- The union of any collection of elements in T is in T.
- The intersection of any finite collection of elements in T is in T.
Elements in T are called "open sets".