%0 Journal Article
%T Monoidal closedness of $L$-generalized convergence spaces
%J Iranian Journal of Fuzzy Systems
%I University of Sistan and Baluchestan
%Z 1735-0654
%A Zhang, L.
%A Fang, J.
%A Wang, W.
%D 2019
%\ 10/01/2019
%V 16
%N 5
%P 139-153
%! Monoidal closedness of $L$-generalized convergence spaces
%K Complete residuated lattice
%K stratified $L$-generalized convergence space
%K Monoidal closedness
%K Stratified $L$-filter
%K Category theory
%R 10.22111/ijfs.2019.4913
%X In this paper, it is shown that the category of stratified $L$-generalized convergence spaces is monoidal closed if the underlying truth-value table $L$ is a complete residuated lattice. In particular, if the underlying truth-value table $L$ is a complete Heyting Algebra, the Cartesian closedness of the category is recaptured by our result.
%U https://ijfs.usb.ac.ir/article_4913_8ec2dbf0760cedf16963307a1ec6753e.pdf