(α, γ)-Anti-Multi-Fuzzy Subgroups and Some of Its Properties

Recently, fuzzy multi-sets have come to the forefront of scientists’ interest and been used in algebraic structures such as multi-groups, multi-rings, anti-fuzzy multigroup (α, γ)-anti-fuzzy subgroups. In this paper, we first summarize knowledge about structure γ)-anti-multi-fuzzy a way, notion is an application multi sets theory group. The concept complement set that generalizes both theories classical group aim paper highlight connection between from anti-fuzzification point view. Therefore, define subgroups, normal homomorphism on subgroups these explicated some structures. Then, introduce their properties. This new bridge among theory, also shows effect structure. Certain results discuss γ) cuts are explored.