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- Exceptional complex simple Lie group 例外復單李群
- Exceptional complex simple Lie algebra 例外復單李代數
- Exceptional compact simple Lie group 例外緊單李群
- Intersection Theory on Homogeneous Spaces of Simple Lie Group 單李群齊性空間中的相交理論
- ON THE IRREDUCIBLE REPRESENTATIONS OF THE COMPACT SIMPLE LIE GROUPS OF RANK 2(II) 秩2緊緻單純李群的不可約表示(II)
- To make the complex simple and the painful bearable. 能夠使複雜的事情變得簡單;使痛苦變得可以忍受。
- The text however develops basic Riemannian Geometry, Complex Manifolds, as well as a detailed theory of Semisimple Lie Groups and Symmetric Spaces. 然而課程還將簡單介紹了基本的黎曼幾何和複流形的知識，並會詳細討論半單李群和對稱空間的理論。
- In this paper,Lie group,Symplectic manifolds,Groupoids are treated as fundamental research subjects . 本文主要以李群、辛流形及群胚等為基本研究對象。
- Organizing strategy is an important device to make the information change form complex simple, form disorderly to orderly. 組織策略是將信息由繁到簡，由無序到有序的一種重要手段。組織，就是按照材料的特徵或類別進行整理、歸類或編碼。
- The first half of the book deals with classification of the finite dimensional simple Lie algebras and of their finite dimensional irreducible representations. 書的上半部分涉及有限維簡單的謊話代數和他們的有限維不能降低的表現的分類。
- Lie Groups, Lie Algebras, and Their Representation by V.S. 最重要的李群、李代數參考書;
- Lie groups and algebraic groups, by A. L. Onishchik, E. B. 李群的參考書;
- Using the Lie group theory and method, we presented a necessary condition for the existence of generalized symmetry of ordinary differential equations. 摘要利用李群理論和方法給出了自治常微分方程存在某類特殊廣義對稱的必要條件。
- Furthermore,this course is benefitial to study differential topology, Riemannian Geometry, Lie group and Nonlinear Analysis etc. 為進一步學習微分幾何、微分拓撲、幾何分析、黎曼幾何、李群、低維拓撲和非線性分析等相關課程奠定良好的基礎，並為閱讀當代數學文獻創造條件。
- Any symmetric space corresponds to a Lie group and an involution of it.The associated twisted conjugate action is related to the involution. 每個對稱空間對應著一個李群及這個李群的一個對合自同構，相應的扭共軛作用與這個對合自同構有關。
- Complex simply connected analytic Lie group 復單連通解析李群
- Lying can become a nasty habit.A tween can start out making a simple lie to fit in with a particular crowd. 誠實的好處 讓你的孩子知道每個說謊的人都是從小的謊言開始的，對於人類來說是很自然的一件事。
- 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. 文章通過李子群的性質得出了李群的兩個李子群的交依然是李子群的結論,進而得出這一李子群的李代數形式。
- This is equivalent to an ordinary (non-projective) representation of the double cover of SO(p,q, R ), which is a real Lie group called the spinor group Spin(p,q). 是旋轉群(李群SO(n;R) )的投影表象中的元素，或更廣義地說，是SO(p;q;R)群的投影表象中的元素，其中p + q = n for spinors in a space of nontrivial signature.
- classical compex simple Lie algebras 典型復單李代數
