چکیده

Considering all physical biological and social systems fuzzy graph models serve the elemental processes of all-natural and arti_cial structures. As indeterminate information is a necessary real-life problem which is mostly uncertain modeling those problems based on FG is highly demanding for an expert. An interval-valued intuitionistic fuzzy graph (IVIFG) can manage the uncertainty relevant to the inconsistent and indeterminate information of all real-world problems in which fuzzy graphs possibly will not succeed in bringing about satisfactory results. Also IVIFGs are so useful tool to examine many issues such as networking social systems geometry biology clustering medical science and tra_c plan. The m-polar IVIFG is a novel concept of IVIFGs. Hence in this paper we introduce the notion of m-polar f-morphism on m-polar IVIFGs. The action of m-polar f-morphism on m-polar IVIFGs is studied. Some elegant theorems on weak and co-weak isomorphism are obtained. Likewise we survey m-polar f-morphism on strong regular IVIFG and highly irregular m-polar IVIFG.

کليدواژه ها

m-polar IVIFG regular m-polar IVIFG m-polar f-morphism isomorphic m-polar IVIFG .

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سید حسین ساداتی اسرمی , 1400 , f-morphism on m-polar Interval-valued intuitionistic fuzzy graph , اولین کنفرانس بین المللی ریاضیات و کاربردها