| 1. | And element x=a is nilpotent .
元素XA是幂零的。 |
| 2. | A very satisfactory answer can be given in terms of the appropriate analytic generalization of the algebraic concept of nilpotence .
将代数学中的幂零元概念作适当的解析学上的推广，可以绘出一个很满意回答。 |
| 3. | Characterization of graded prime radical of graded gamma ring
半环上的幂零理想 |
| 4. | Some sufficient and necessary conditions of - nilpotent group
幂零群的几个充要条件 |
| 5. | Nilpotent matrix and nilpotent linear transformation
幂零矩阵和幂零线性变换 |
| 6. | Several properties of idempoent and nilpotent matrices
幂等阵和幂零阵的伴随阵的若干性质 |
| 7. | The enumeration of equivalence class of 3 - nilpotent matrices
幂零矩阵的相似等价类的计数 |
| 8. | On idempotent and nilpotent matrices over commutative rings
关于交换环上的幂等阵与幂零阵 |
| 9. | The construction of least radical without nilpotent element of ring
环的最小无幂零元根的构造 |
| 10. | The nil radical for symplectic ternary algebras
辛三代数的幂零根 |
