W. Mingzhong
Department of Mathematics and Informations, China West Normal University, P.O.Box 637000, Nanchong, P. R. China
[ 1 ] - Solvable Lie algebras with $N(R_n,m,r)$ nilradical
In this paper, we classify the indecomposable non-nilpotent solvable Lie algebras with $N(R_n,m,r)$ nilradical,by using the derivation algebra and the automorphism group of $N(R_n,m,r)$.We also prove that these solvable Lie algebras are complete and unique, up to isomorphism.
نویسندگان همکار