摘要
Let R be a prime ring with center Z(R), T : R -> R be a non-zero partial generalized automorphism of R, L a Lie ideal of R, s >= 0, t >= 0 and n >= 1 fixed integers, such that (u(s)(T(u) o u)u(t))(n) = 0 for all u is an element of L. If either Char(R) > n + 1 or Char(R) = 0, then L subset of Z(R).
- 出版日期2013
- 单位滁州学院