3) Generalized derivable mapping at zero point
零点广义可导映射
4) generalized σ-derivable mapping at the piont zero
零点广义σ-可导映射
1.
In this paper we show that every norm-continuous linear mapping of generalized σ-derivable mapping at the piont zero on nest algebra is a generalized σ-derivation.
本文证明了套代数上的每个范数连续的零点广义σ-可导映射是广义σ-导子。
5) Lie derivable mapping
Lie可导映射
1.
We prove that every Lie derivable mapping at zero point from r(N)into itself is of the form A→AT-TA+λA+h(A),where T∈r(N),λ∈C and h:r(N)→CI is a linear mapping.
本文证明了套代数r(N)上的每一个零点Lie可导映射都具有形式A→AT—TA+λA+h(A)I,其中T∈r(N),λ∈C且h:r(N)→C为一个线性映射。
6) Generalized derivable mapping at the point zero
在0点广义可导映射
补充资料：零点
1.深夜十二点。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条