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B.&V. Budimirović, B.Šešelja, A. Tepavčević E-Fuzzy Groups Abstract Abstract An E -fuzzy group is a lattice-valued algebraic structure, defined on a crisp algebra which is not necessarily a group. The crisp equality is replaced by a particular fuzzy one -denoted by E . Classical group-like properties are formulated as appropriate fuzzy identities -special lattice theoretic formulas. We prove basic features of E -fuzzy groups: properties of the unit and inverses, cancellability, solvability ofdoi:10.1016/j.fss.2015.03.011 fatcat:3luabpguezdhpc3ydhtnm5ap7a