SR-convergence theory in fuzzy lattices
Convergence theory and order-homomorphisms theory are two important objects of study in fuzzy lattices. In this paper, SR-convergence theory for molecular nets and ideals is established, and the concepts of R-irresolute, SR-continuous and almost irresolute order-homomorphisms in topological molecular lattices are introduced and systematically characterized. Some mutual relations between these concepts and others are obtained. (C) 2000 Elsevier Science Inc. All rights reserved.
sr-convergence fuzzy lattice order-homomorphisms molecular net ideal sr-closure