Functors between categories of intuitionistic fuzzy spaces
by Essam H. Hamouda
International Journal of Fuzzy Computation and Modelling (IJFCM), Vol. 3, No. 2, 2020

Abstract: In this paper, the author introduce the category IFTOP of IF-topological spaces, to generalise the category of intuitionistic fuzzy spaces in the sense of Coker. Then, IF-subspaces, IF-continuous mappings and IF-quotient spaces are studied. Functors between the category IFTOP and the category FTOP of I-fuzzy topological spaces are defined. Finally, the author showed that the category FTOP is isomorphic to a subcategory 0-IFTOP of the category IFTOP.

Online publication date: Thu, 08-Oct-2020

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