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- Homomorphism of Lie groups 李群同态
- Chevalley, Claude. Theory of Lie groups, I. Princeton, Princeton University Press, 1946. 《李群理论(一)》.;普林斯顿:普林斯顿大学出版社;1946年
- But twisted conjugate actions of Lie groups have closed relation with nonabelian cohomology of cyclic groups with coefficients in Lie groups. 而李群的扭共轭作用与循环群以李群为系数的非交换上同调有非常密切的关系。
- Discrete subgroups of Lie groups are foundational objects in modern mathematics and occur naturally in different subjects. 李群的离散群在现代数学中是非常基础的概念,广泛地应用于不同的学科。
- In this paper, the conclusion is that the intersection of lie subring of a Lie group is a Lie subring is obtained, moreover,it gives the Lie algebra of the Lie subring. 文章通过李子群的性质得出了李群的两个李子群的交依然是李子群的结论,进而得出这一李子群的李代数形式。
- In the paper,we discuss some properties of prolongation in which the voctor field X of the manifold M polongs to the Cotangent Bundle T *M,and the Prolongation of the Lie algebra of Lie groups. 文章讨论了流形M上的向量场X在其余切丛T*M上的拓展的几个性质,并讨论了李群上李代数的拓展。
- The underlying concepts are based on differential geometry and theory of Lie groups in the mathematical aspect, and on transformation symmetries and gauge theory in the physical aspect. 基础的概念在数学方面基于不同谎话组的几何学和理论, 并且关于在物理方面的转变对称性和计量器理论。
- On Lie Algebra And Product Of Lie Group 关于李子群和李代数的讨论
- The report was full of lies and prevarications. 这篇报道不是颠倒黑白就是含糊其辞。
- Applications of Lie Groups to Differential Equations 李群在微分方程中的应用
- What she told you was a pack of lies. 她对你说的话是一派谎言。
- The newspapers were full of lies. 报纸上一片谎言。
- His honesty made him incapable of lying. 他的诚实使他不能撒谎。
- It came out that he'd been telling a pack of lies. 后来才知道他一直在说谎。
- He sailed into the witness, accusing him of lying. 他指责证人撒谎。
- His story is nothing but a pack of lies. 他说的纯粹是一派鬼话。
- No amount of lies can cover up reality. 谎言再多也掩盖不了事实真相。
- The act of lying in wait to attack by surprise. 埋伏埋伏着,等待进行出其不意的袭击的行为
- An element g is a test element of a group G if every homomorphism of G which keeps g fixed is an automorphism. 摘要群G的一个元素g称为G的检验元素,如果G的每一个保持g不变的自同态都是G的自同构。
- Lie Groups, Lie Algebras, and Their Representation by V.S. 最重要的李群、李代数参考书;