Beites, P. D.Kaygorodov, I.Popov, Y.2020-02-072020-02-072019http://hdl.handle.net/10400.6/9100We generalize the results of Leger and Luks, Zhang R. and Zhang Y.; Chen, Ma, Ni, Niu, Zhou and Fan; Kaygorodov and Popov about generalized derivations of color n-ary algebras to the case of n-ary Hom- Omega color algebras. Particularly, we prove some properties of generalized derivations of multiplicative n-ary Hom- Omega color algebras. Moreover, we prove that the quasiderivation algebra of any multiplicative n-ary Hom-Omega color algebra can be embedded into the derivation algebra of a larger multiplicative n-ary Hom- Omega color algebra.engGeneralized derivationColor algebraHom-algebraHom–Lie superalgebran-ary algebrajournal article10.1007/s40840-017-0486-8