(topology) The topology of the Cartesian product of two or more topological spaces which is generated from a basis whose elements are Cartesian products of open subsets of the original spaces, such that for each such Cartesian product only a finite quantity of such subsets are proper.

plural of Grothendieck topology

(category theory) A structure on a category which makes the category's objects act like the open sets of a topological space.

plural of link topology

plural of bus topology

plural of discrete topology

plural of product topology

plural of relative topology

plural of subspace topology

plural of Zariski topology