automorphism group 中文意思是什麼

automorphism group 解釋
自同構群
  • automorphism : 自守
  • group : n 1 群；批，簇。2 集團，團體，小組。3 【化學】基，團，組；（周期表的）屬，族。4 （雕塑等的）群像...
  1. Automorphism group of solvable complete lie algebras with quasi filiform radical

    根基的可解完備李代數的自同構群
  2. Block designs admitting an automorphism group with an alternating socle

    區組設計的均勻性
  3. Automorphism group of a linear code is obtained with the help of the general linear group constructed by all invertible matrices, and it is illustrated by matrices generalized inverses

    給出了通過求解可逆矩陣構成的一般線性群，獲得線性碼的自同構群的方法，並利用矩陣廣義逆理論，對線性碼的自同構群進行進一步刻劃。
  4. 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。
  5. In other words it has a large automorphism group.

    換言之，它有大的自同構群。
  6. 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。
  7. For a given finite connected graph f, a group h of automorphisms of f and a finite group a = z, du, kawk and xu ( see [ 6 ] ) get some new matrix - theoretical characterizations to classify all the connected regular coverings of f having a as its covering transformation group, on which each automorphism in h can be lifted

    設為有限連通圖， h為它的自同構群的一個子群， a為給定一個初等交換p -群。杜少飛， kawk和徐明曜用矩陣的方法將的正則連通覆蓋圖進行了分類，其中以a作其為覆蓋變換群，並且h可提升。
  8. A simple undirect graph x is said to vertex - transitive, edge - transitive, and arc - transitive, if its automorphism group acts transitively on the vertices, edges and arcs, respectively

    如果一個簡單的無向圖的自同構群分別傳遞的作用在它的點集，邊集和弧集上，那麼分別稱這個圖是點傳遞的，邊傳遞的和弧傳遞的。
  9. We shall use algebraic methods to study graphs which are highly regular although this regularity is not expressed in terms of the automorphism group.

    我們將用代數方法來研究高度正則的圖，盡管這種正則性不是用自同構群來表達的。
  10. The orders of automorphism groups of two families of p - group

    群族的自同構群的階
  11. The order of automorphism group of one special family of p - group

    群的自同構群的階
  12. On derivations and automorphism group of lie triple systems

    李三系的導子及自同構群
  13. The automorphism group of heisenberg lie algebra

    李代數的自同構群
  14. Automorphism of a group

    群的自同構
  15. The first chapter of this article consists of the following contents. suppose that are positive integers., then the bergman kernel function for the second type of hua domain where determined by the following recursion formula : and where is determined by the following recursion formula : it is inappropriate to use holomorphic transitive group to compute the bergman kernel function of hen because he11 is not a homogeneous domain, and we can not obtain the bergman kernel function of hen by obtaining the sum of an infinite series as we compute the bergman kernel function of reinhardt domain. we firstly give some holomorphic automorphisms such that for any he there exists a holomorphic automorphism satisfying next, we introduce the concept of semi reinhardt domain and get its complete orthonormal system

    結合上述兩種方法就可獲得he _的bergman核函數的顯表達式，對于兩類廣義例外華羅庚域，還要用到jordantriplesystem的理論，才能求出其bergman核函數的顯表達式： 2當是正整數，時，廣義例外華羅庚域的bergman核函數其中滿足如下的等式：於是，可從等式得到所有的a _ j ， ry u dstu thalca000ereereereforfortheerethettithen其中廣； k由下歹遞推公式決定： 。
  16. A semisymmetric graph is called biprimitive if its automorphism group acts primitively on each part

    進一步地，如果自同構群本原地作用在這兩部分上，我們稱其為雙本原的。
  17. It is easy to see that every semisymmetric graph is necessarily bipartite, with the two parts having equal size and che automorphism group acting transitively on each of these two parts

    顯然，半對稱圖是兩分圖，並且兩部分的階相同，自同構群在這兩部分上的作用是傳遞的。
  18. According to the generator matrix of a linear code, automorphism group is studied

    摘要從線性碼的生成矩陣出發，研究線性碼的自同構群。
  19. We prove that the strong and weak topological contractions for automorphisms of connected lie groups are equivalent. we also get that the connected lie group which admits a topological contractive automorphism must be a nilpotent lie group

    證明了連通李群自同構的強拓撲壓縮性質與弱拓撲壓縮性質等價；存在拓撲壓縮自同構的連通李群是冪零的。
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