ON ALMOST COMPACTNESS AND NEAR COMPACTNESS IN L-TOPOLOGICAL SPACES
The present paper studies several compactness and continuity notions based on the quadruple M = (L,≤,⊗,*), where (L,≤), ⊗ and * respectively denote a complete lattice and binary operations on L, satisfying some further axioms, was introduced by Höhle and Sostak.1,2