$\mathbb{R}$-paracompact

Definition

A topological space X is called -paracompact iff every open cover of cardinality has a locally finite open refinement. It is equivalent to $\Aleph$-paracompactness.

Reference

• Cao Ji-Ling, Weakly closed multifunctions and paracompactness, Internat. J. Math and Math. Sci. Vol.16, No.2, pp.345-350 (1993).