%0 Journal Article
%T ON STRATIFIED LATTICE-VALUED CONVERGENCE SPACES
%J Iranian Journal of Fuzzy Systems
%I University of Sistan and Baluchestan
%Z 1735-0654
%A Jager, Gunther
%D 2017
%\ 12/30/2017
%V 14
%N 6
%P 149-164
%! ON STRATIFIED LATTICE-VALUED CONVERGENCE SPACES
%K Lattice-valued convergence
%K $LM$-convergence space
%K Stratified $LMN$-convergence tower space
%K Stratified $LM$-filter
%K Stratified $L$-topological space
%K Enriched $LM$-fuzzy topological space
%R 10.22111/ijfs.2017.3503
%X In this paper we provide a common framework for different stratified $LM$-convergence spaces introduced recently. To this end, we slightly alter the definition of a stratified $LMN$-convergence tower space. We briefly discuss the categorical properties and show that the category of these spaces is a Cartesian closed and extensional topological category. We also study the relationship of our category to the categories of stratified $L$-topological spaces and of enriched $LM$-fuzzy topological spaces.
%U https://ijfs.usb.ac.ir/article_3503_08f77d70db13a2b7b2554e34ebcef52f.pdf