nilpotent
nilpotent
1. Heisenberg type groups are significant kinds of nilpotent Lie groups of step two and attract attentions of many scholars ([3][4][6][22] etc.)
Heisenberg型群是一类极为有意义的二阶幂零李群，备受众多学者的关注([3][4][6][22]等等)。
2. p - nilpotent group
p-幂零群
3. A Kind of Nilpotent Lie Algebras with NondegenerateInvariant Bilinear Form
一类带有非退化不变对称双线性函数的幂零李代数
4. Eigenvalue Problem and Estimates for a Class of Nilpotent Lie Group
一类幂零群上的特征值问题及估计
5. principal nilpotent element
主幂零元素
6. On Spectrum of the sub Laplacian on Two Step Nilpotent Lie Group
二步幂零Lie群上sub-Laplace算子的谱
7. Key words: I3-semigroup; nilpotent semigroup; nilpotent index; ergodic divisors set; total divisors set
作者简介:黄允宝（1963-）,男,浙江义乌人,杭州师范学院数学系副教授,目前主要研究字的组合理论.
8. The central series of a nilpotent Lie ring
关于幂零Lie环的中心列
9. A generalization about a theorem of the Nilpotent Group
关于幂零群一个定理的推广
10. On the existence of outer automorphism of some infinite nilpotent groups of class 2
关于类为2的幂零群的外自同构的存在性
11. Keywords finite dimensions algebra;prime algebra;derivations;nilpotent derivations;
关键词有限维代数;素代数;导子;幂零导子;
12. inner nilpotent groups
内幂零群
13. The nilpotent length of finite groups with given indices of normalizers of pimary subgroups
准素子群的正规化子具有给定指数的有限群的幂零长
14. completable nilpotent Lie algebra
可完备化幂零李代数
15. In this paper, by investigating finite C~*(p)-p-groups the authors have obtained that the nilpotent class of C~*(p)-p-groups is at most 3 and their derived subgroup is elementary abelian p-group.
在有限p群条件下,对偶研究S(A,C)群,证明了C(p)p群的幂零类不超过3,其导群是初等阿贝尔群.
16. In this paper we give the concept ob approximation nilpotent alternate algebra,and sduty the relation ot nipotency and solvability to the approximation nilpotency.
在这篇文章中给出了交错代数的近似幂零性的概念.并且,讨论了交错代数的幂零性、可解性与近似幂零性之间的关系.
17. Construction of Cartesian Authentication Codes Basedon Nilpotent Matrices with 2-Jordan Normal Form
基于2-Jordan型幂零阵的Cartesian认证码的构造
18. Generalized Derivations with Nilpotent Values on Multilinear Polynomials
多重线性多项式上广义导子的幂零问题
19. MAXIMAL NILPOTENT IDEALS AND ISOMORPHISMS OF LARGE SUBALGEBRAS OF NEST ALGEBRAS
大子代数中的极大幂零理想和代数同构
20. Theorem 3.2 If G is C*(p)-group,then:(l) the nilpotent class of G is at most 2;
定理3.2 若G是C~*(p)-群，则(1)G的类最多为3；
21. Locally nilpotent groups
局部幂零子群
22. locally nilpotent ideal
局部幂零理想
23. locally nilpotent
局部幂零的
24. local nilpotent groups
局部幂零群
25. The Inverse Problems for the Adoint Matrices of an Idempotent and a Nilpotent Matrices
幂等和幂零阵的伴随阵的反问题
26. Nilpotent Lie ring
幂零Lie环
27. nilpotent algebra
幂零代数
28. IS SUBALGEBRA GENERATED BY NILPOTENT ELEMENTS NILPOTENT_?
幂零元生成的子代数是幂零吗?
29. nilpotent element
幂零元素
30. nilpotent component
幂零分量
31. Annihilator of nilpotent value
幂零化子
32. nilpotent semigroup
幂零半群
33. nilpotent transformation
幂零变换
34. nilpotent singular point
幂零奇点
35. nilpotent subalgebra
幂零子代数
36. nilpotent subgroup
幂零子群
37. nilpotent subset
幂零子集
38. nilpotent index
幂零指数
39. nilpotent Lie-supertriple systems
幂零李三超系
40. nilpotent Lie algebra
幂零李代数
41. nilpotent kernel
幂零核
42. nilpotent radical
幂零根基
43. nilpotent ring
幂零环
44. nilpotent ideal
幂零理想
45. Nilpotent Matrices
幂零矩阵
46. As special forms of matrixes, nilpotent matrix plays a key role not only in the theory of matrix but also in actual application.
幂零矩阵作为特殊矩阵无论在矩阵理论方面,还是在实际应用方面都有重要的意义。
47. Nilpotent Matrix and Nilpotent Linear Transformation
幂零矩阵和幂零线性变换
48. An Application of the Character of Nilpotent Matrix
幂零矩阵性质的一个应用
49. Properties and Applications of Nilpotent Matrices
幂零矩阵的性质及其应用
50. nilpotent product
幂零积
51. nilpotent operator
幂零算子
52. nilpotent class
幂零类
53. nilpotent linear transformation
幂零线性变换
54. nilpotent group
幂零群
55. The Number of Conjugacy Classes of Nonnormal Cyclic Subgroups in Nilpotent Groups
幂零群中非正规循环子群的共轭类数
56. Some sufficient conditions of a nilpotent group
幂零群的若干充分条件
57. nilpotent endomorphism
幂零自同态
58. nilpotent table algebra
幂零表代数
59. nilpotent analytic group
幂零解析群
60. nilpotent length
幂零长度
61. nilpotent matrix
幂零阵
62. nilpotent set
幂零集
63. generalized nilpotent element
广义幂零元素
64. generalized nilpotent class
广义幂零类
65. topologically nilpotent element
拓扑幂零元
66. topological nilpotent ( quasinilpotent ) operator
拓扑幂零算子
67. In this note we describe explicitly the subalgebras of nilpotent matrices and obtain some interesting results.
摘要本文较详细地描述了幂零矩阵子代数，并且获得了一些有趣的结果。
68. greatest nilpotent ideal
最大幂零 理想
69. largest nilpotent ideal
最大幂零理想
70. maximal rank nilpotent
最大秩幂零
71. Character Degrees of Finite Solvable Groups and Nilpotent Length
有限可解群的特征标次数与幂零长
72. finite nilpotent group
有限幂零群
73. Some Characterizations of Finite Nilpotent Groups
有限幂零群的若干刻划
74. A Nilpotent Condition on Soluble Groups of Finite Rank
有限秩的可解群的一个幂零条件
75. This paper first presents the definition of nilpotent matrix and t...
本文先给出幂零矩阵的定义,然后讨论了它的若干性质。
76. This paper first presents the definition of nilpotent matrix and then moves on to discuss certain properties of them.
本文先给出幂零矩阵的定义，然后讨论了它的若干性质。
77. In this paper, To give condition that supernilpotent ridical class is a special radical class (radical class of rings without nilpotent elements, radical class of rings without zero divisers);
本文给出超幂零根环类是特别根环类(无幂零元根环类、无零因子根环类)的判定条件;
78. maximal nilpotent subalgebra
极大幂零子代数
79. fuzzy nilpotent ideals
模糊幂零理想
80. fuzzy locally nilpotent radicals
模糊诣零根
