Jun, Young BaeAsci, MustafaKecilioglu, Osman2020-06-252020-06-252015closedAccess0315-3681https://hdl.handle.net/20.500.12587/6211In this paper as a generalization of symmetric bi-derivations and symmetric f bi-derivations of a lattice, we introduce the notion of symmetric (f, g) bi-derivations of a lattice. If the function g is equal to the function f then the symmetric (f, g) bi-derivation is the symmetric f bi-derivation defined in [18]. Also if we choose the functions f and g the identity functions both then the derivation we define coincides with the derivation defined in [9].eninfo:eu-repo/semantics/closedAccessLatticeDerivationSymmetric (f, g) bi-derivationArticle96179189WOS:000351784400015Q4