Journal of Algebra, Number Theory: Advances and ApplicationsAuthor's: Jianbin Guo
Pages: [21] - [40]
Received Date: March 30, 2011
Submitted by:
We say that L is a Lie derivable mapping at G from an
algebra 
into itself, if 
for any 
with 
Let 
be a generalized matrix algebra. In this
paper, we prove that if L is a Lie derivable mapping at 0
from 
into itself, then L can be expressed
as the sum of a derivation of and a linear mapping with image in the
center vanishing at commutators 
where 
with 
derivation, generalized matrix algebra, Lie derivation.
