چكيده لاتين :
In this paper, we present some results concerning generalized derivations on the noncommutative
Banach algebra LG. We prove that the subspaces Annr(LG) and L1(G) are invariant under
generalized derivations. We also show that a generalized derivation D on LG is a right centralizer
if and only if D is weak*−weak* continuous. Finally, we prove that generalized derivations on
LG leave the primitive ideals of LG .
