%0 Journal Article
%T ON CONVERGENCE THEOREMS FOR FUZZY HENSTOCK INTEGRALS
%J Iranian Journal of Fuzzy Systems
%I University of Sistan and Baluchestan
%Z 1735-0654
%A Uzzal Afsan, B. M.
%D 2017
%\ 12/30/2017
%V 14
%N 6
%P 87-102
%! ON CONVERGENCE THEOREMS FOR FUZZY HENSTOCK INTEGRALS
%K Fuzzy number
%K Fuzzy number function
%K Fuzzy Henstock integral
%K Fuzzy monotone sequence
%R 10.22111/ijfs.2017.3499
%X The main purpose of this paper is to establish different types of convergence theorems for fuzzy Henstock integrable functions, introduced by Wu and Gong \cite{wu:hiff}. In fact, we have proved fuzzy uniform convergence theorem, convergence theorem for fuzzy uniform Henstock integrable functions and fuzzy monotone convergence theorem. Finally, a necessary and sufficient condition under which the point-wise limit of a sequence of fuzzy Henstock integrable functions is fuzzy Henstock integrable has been established.
%U https://ijfs.usb.ac.ir/article_3499_6f4cc2d0c57b2e8308bf4c95c9724bbb.pdf