Damghan University Press Analytical and Numerical Solutions for Nonlinear Equations 3060-785X 7 1 2022 11 01 Some Remarks on c-Isoclinic Pairs of Filippov Algebras 75 88 286 10.22128/gadm.2022.484.1059 EN Sedigheh Sheikh-Mohseni Department of Mathematics, Faculty of Science, Higher Education Center of Eghlid, Eghlid, Iran. Journal Article 2021 12 22 In this paper, we study the notion of c-isoclinism for the pairs of Filippov algebras. Also, we give an equivalent condition for pairs of Filippov algebras to be c-isoclinic. In particular, it is shown that two Filippov algebras are c-isoclinic if and only if then each of them can be constructed from another by using the operations of forming direct sums, taking subalgebras, and factoring Filippov algebras. Moreover, we introduce the concept of c-perfect pair of Filippov algebras and obtain some relations between c-isoclinic and c-perfect pairs of Filippov algebras.  https://ansne.du.ac.ir/article_286_42f0d51f4c69f09a196c573e7e73b69e.pdf