paracompact |
nonparacompact |
As adjectives the difference between paracompact and nonparacompact
is that
paracompact is in which every open cover admits an open locally finite refinement while
nonparacompact is not paracompact.
paracompact |
paracompactness |
As an adjective paracompact
is (mathematics|of a topological space) in which every open cover admits an open locally finite refinement.
As a noun paracompactness is
the state or condition of being paracompact.
paracompactifying |
paracompact |
Related terms |
Paracompactifying is a related term of paracompact.
As adjectives the difference between paracompactifying and paracompact
is that
paracompactifying is (maths) that makes something paracompact while
paracompact is (mathematics|of a topological space) in which every open cover admits an open locally finite refinement.
paracompactification |
paracompact |
Related terms |
Paracompactification is a related term of paracompact.
As an adjective paracompact is
(mathematics|of a topological space) in which every open cover admits an open locally finite refinement.