研究并证明了B(H)上零点Jordan可导映射得到了φ如果在零点Jordan可导,那么存在T∈B(H)常数入∈C,使得对任意的A∈B(H),有T∈φ(A)=AT-TA+λA。
It is discussed and proved that if φ Jordan derivable at zero points on B(H),then there exists T ∈ B(H)and a scalar λ ∈ C, such that φ(A)=AT-TA+λA for au A in B(H).