Definition
Let X be a topological space and A be a subset of X. A is called α-almost paracompact iff for every X-open cover of A, there exists a locally finite (for every point in X) family of X-open sets which refines it and the X-closures whose members cover A.
Remark
- See almost paracompact.
Reference
I. Kovacevic, Locally almost paracompact spaces, Review of Research Faculty of Science, University of Novi Sad, Vol.10(1980)