同构群

• Soluble block - transitive automorphism groups of a class 2 - designs
  自同构群的基柱为交错群的区组设计
• The classical group psl , psl q
  设计的非可解区传递自同构群
• Prime number and two isomorphic group
  与两个同构群
• Automorphism group of solvable complete lie algebras with quasi filiform radical
  根基的可解完备李代数的自同构群
• Soluble block - transitive automorphism groups of an incomplete block design
  一类不完全区组设计的可解区传递自同构群
• The automorphism groups of generalized witt lie superalgebras over a field of prime characteristic
  李超代数的自同构群
• According to the generator matrix of a linear code , automorphism group is studied
  摘要从线性码的生成矩阵出发，研究线性码的自同构群。
• In chapter 1 , we introduce the background of groups and designs and summary the main results
  在第1章中，我们对设计及其自同构群的历史背景和研究现状进行了全面的综述。
• A semisymmetric graph is called biprimitive if its automorphism group acts primitively on each part
  进一步地，如果自同构群本原地作用在这两部分上，我们称其为双本原的。
• So for block transitive 2 - ( v , 5 . 1 ) designs , we need to study the case in which the given block transitive group of automorphisms is unsolvable
  在第3章我们讨论自同构群为非可解群的区传递2 - ( v ， 5 ， 1 )设计。