On isoclinism between pairs of n-Lie algebras

‎In the present paper we study the notion of isoclinism on a pair of $n$-Lie algebras‎, ‎which forms‎ ‎an equivalence relation and show that each equivalence class contains a stem pair of‎ ‎$n$-Lie algebras‎, ‎which has minimal dimension amongst the finite dimensional pairs of $n$-Lie‎ ‎algebras‎. ‎Finally‎, ‎some more results are obtained when two isoclinic pairs of $n$-Lie algebras‎ ‎are given‎