lie-algebra lie algebra 中文意思是什麼

lie-algebra lie algebra 解釋
李代數
  • lie : vi （lay；lain；lying）1 躺，橫臥〈過去分詞不常用 I have lain down 可改作 I have been lying down...
  • algebra : n. 代數學。
  1. Structure of admissible lattice and stabilizer of module of affine lie algebra

    帶三角分解李代數的賦值模
  2. Derivation algebra of quasi q5 - filiform lie algebra

    李代數的導子代數
  3. Irreducible modules of generalized virasoro - toroidal lie algebra

    李代數不可約模
  4. For the regular curves, we find two killing fields for the purpose of integrating the structural equations of the p - elastic curves and express the p - elastica by quadratures in a system of cylindrical coordinates. for the star - like affine curves, we solve the euler - lagrange equation by quadratures and reduced the higher order structure equation to a first order linear system by using killing field and the classification of linear lie algebra sl ( 2, r ), sl ( 3, r ) and sl ( 4, r ). we solve the centroaffine p - elastica completely by quadratures

    對于正則曲線的情形，我們發現了兩個用於求解p -彈性曲線的結構方程的killing向量場並用積分將p -彈性曲線在一個柱面坐標系中表示出來，而對仿射星形曲線的情形，我們用積分方法解出了歐拉-拉格朗日方程，利用killing向量場及線性李代數s1 （ 2 ， r ） 、 s1 （ 3 ， r ）和s1 （ 4 ， r ）的分類將高階結構方程降為一階線性方程，因此我們用積分完全解出了中心仿射p -彈性曲線。
  5. In section 3, i introduce a new kind of two - mode bosonic realization of su ( 1, 1 ) lie algebra, on the basis of which the two - mode su ( 1, 1 ) coherent states in the two - mode fock space are derived

    第三部分引進一種新的雙模su （ 1 ， 1 ）李代數的玻色子算符實現形式，在此基礎上導出了在雙模fock空間上的雙模su （ 1 ， 1 ）相干態。
  6. From these - two forms, we determine the automorphism group aut ( h ) of the ( 2n + 1 ) - dimensional heisenberg lie algebra h ( see theorem1. 1 ). moreover, some subgroups of aut ( h ) are obtained, such as the inner automorphism group, the central automorphism group, the involutional automorphism group, the first and the second extremal automorphism group

    第一部分安排如下：首先給出了heisenberg李代數的兩種定義形式，由這兩種定義形式，我們得到了（ 2n + 1 ）維heisenberg李代數h的自同構群aut （ h ） （定理1 . 1 ） ；進而給出了aut （ h ）的一些子群：內自同構群，中心自同構群，對合自同構群，第一類外自同構群，第二類外自同構群。
  7. The procedure is as follows : after the modeling of the electron quantum bit system and the control field, applying the lie - algebra, the control output is calculated by analogy with the classical optimal control method to achieve the target

    建立了該量子比特系統及其控制場的模型，藉助李群李代數，由經典最優控制的思想來獲得最優控制，從而實現了電子自旋量子系統任意量子態的最優制備。
  8. Exact solutions of the reduced cuprate superconductor model related to su lie algebra

    李代數相關的約化銅酸鹽超導模型的嚴格解
  9. We define the mapping a on circle in double quiver q of a quiver q, and give a strict defition of bracket operation in lie algebra, then prove it is a lie bracket. in section 1. 2, we introduce the left and right index arrays of an necklace word

    1節中，我們定義了箭圖q的重箭圖（ ? ）循環上的映射，用它給出了項鏈李代數括號運算的一個嚴格定義，並用此定義證明了這是一個李運算。在1
  10. Some properties of symmetric self - dual lie algebra

    對稱自對偶李代數的一些性質
  11. Vertex operator representations for totoidal lie algebra of type f

    李代數的頂點表示
  12. Vertex representation of 2 - toroidal lie algebra of type g

    李代數的頂點表示
  13. Using them, we divided the necklace words into 5 classes, namely : a, b, c, d and e. we also discuss a natural involution of necklace lie algebra. in section 1. 3, taking the advantage of the classification by the index arrays, pointed out the space spanned by class a, b, c respect ! vivety are subalgebras of nq

    2節中，我們對項鏈字引入左右指標數組，利用它們把項鏈李代數n _ q的基分成了a ， b ， c ， d ， e5類。我們還討論了由重箭圖自然自同構導出的李代數的一個自然的對合。在1
  14. This thesis consists of two parts. part i deals with the automorphism group of heisenberg lie algebra and part ii deals with the standard kac - moody algebras and the completely reducibility of integrable modules

    本文由兩部分構成：第一部分： heisenberg李代數的自同構群；第二部分：典範kac - moody代數與可積模的完全可約性。
  15. In particular, the bosonic realizations of su ( 1, 1 ) lie algebra describe the degenerate and non - degenerate parametric amplifiers. and the linear dissipative process can also be described by this algebra

    尤其是su （ 1 ， 1 ）李代數的玻色子算符實現形式，可以描述簡並參數放大器，非簡並參數放大器及線性耗散過程。
  16. By the coset method of lie algebra ( group ), we studied the problem of quantization of the nonintegrable systems

    本論文運用李代數（群）陪集方法來研究不可積體系的量子化問題。
  17. Polynomial lie suhalgebras of the inifinite matrix lie algebra

    無限矩陣李代數的多項式李子代數
  18. Lie algebra of derivations of algebras of differential operators in n - variables

    元微分運算元代數的導子李代數
  19. The automorphism group of heisenberg lie algebra

    李代數的自同構群
  20. We give a brief but systematic introduction to differentiable geometry and lie group, lie algebra. rigid body motion expressed with the notations from these theories is also introduced. they are the theoretical bases of the subsequent research contents

    2 、基本成體系地介紹了微分幾何中的李群、李代數理論，並分析其表達剛體運動的作用，為本文的研究打下基礎。
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