Dissertation 

About 114 item dissertation in line with solvable query results,the following is 1 to 50(Search took 0.079 seconds)

  1. Some Growth Characteristics of Broadcasted Rice with Different Postures,ZhangChunHua/Yangzhou University,0/17
  2. Computing Left Gr(o|¨)bner Bases Over the Solvable Polynomial Algebra K((?))[a1,…,an],LuoYingFang/Hainan University,0/0
  3. The Arithmetical Properties of Conjugacy Classes and the Structures of Finite Groups,ZhuWeiHua/Changsha University of Science and Technology,0/3
  4. On Some Properties of Fuzzy Leibniz Algebras,YuHaiJun/Northeast Normal University,0/4
  5. Expression and Clinical Significance ofMCP-1、sIL-2R in Serum of Acute Leukemia,ZhangWenWen/Jinan University,0/18
  6. The Data Transmission Mechanism and Optimal Management in BT-like P2P Network,YangShaoJun/Guangdong University of Technology,1/15
  7. The Orders of Outer Automorphisms of Some Solvable Groups,LiChunLin/Shanxi Normal University,0/16
  8. The Influence of (?)-Supplemented Properties of Subgroups on the Structure of Finite Groups,ZhaoQunTao/Suzhou University,0/8
  9. Research on Subnormally Embedded Subgroups of Finite Groups,HuangQiong/Guangxi Normal University,0/15
  10. Generalizations of Derivations on Two Kinds of Solvable Lie Algebras,GuoLiLing/Fujian Normal University,0/25
  11. Fuzzy C-Normal Subgroups and Fuzzy Weakly C-Normal Subgroups of Finite Groups,ZouChunPing/Hainan Normal University,,0/27
  12. Three Geometric Problems of Ancient Greek Research Course,LiangJing/Shanxi Normal University,1/216
  13. Complex symbol matrix to promote a number of problems and their methods of graph theory,LiLin/Tongji University,0/209
  14. Finite Groups in Which Subgroups with Given Indices and c-Semipermutable Properties,HuBin/University of Science and Technology of China,1/118
  15. The Influence of Normal Properties and θ-pairs of Subgroups on Groups,LiShiHeng/Suzhou University,0/85
  16. Study of Several Problems about the Quantitative Property of Finite Groups,DuXiangLin/Sichuan University,1/132
  17. Pure Quantitative Characterization of Finite Simple Groups,XuMingChun/Sichuan University,1/94
  18. Block Transitive Automorphism Groups of 2-(v, k, 1) Designs,HanGuangGuo/Zhejiang University,4/76
  19. Long-range correlations exact solutions of integrable systems research,CaoJunPeng/Northwestern University,0/129
  20. Infinite dimensional Lie algebras and generalized vertex algebras,GaoYongCun/Nankai University,0/131
  21. Generalized Cover-avoidance Subgroups and the Structure of Finite Groups,GuoPengFei/Shanghai University,0/88
  22. The Influence of Special Subgroups on the Structure of Finite Groups,ShiJiangTao/Suzhou University,0/76
  23. θ~*-pairs and the Structure of Finite Groups,FengHaiHui/Shanghai University,0/38
  24. Some Results on Lie Superalgebras and Solvable Lie Algebras,WangYan/Nankai University,0/140
  25. On the Embedded Manner of Chief Factors and the Structure of Finite Groups,LiuJianJun/Shanghai University,0/23
  26. Generalized Supplemented Subgroups and the Structure of Finite Groups,LuJiaKuan/Shanghai University,0/35
  27. The Local Permutability of Subgroups and the Structure of Finite Groups,WeiXianBiao/Shanghai University,0/55
  28. The Generalized Normality of Subgroups and the Structure of Finite Groups,XuYong/Suzhou University,0/29
  29. The Influence of the Normality and the Condition of Normalizer of Subgroups on the Structure of Finite Groups,ShenZhenCai/Suzhou University,0/20
  30. The Influence of the Normal Indice of Subgroups and the Subgroups Generated by Conjugate Subgroup Pair on the Structure of Finite Groups,ZhangXinJian/Suzhou University,0/18
  31. Operator algebra methods in quantum mechanics, the application of the model,WangXueHong/Nankai University,0/93
  32. The Influences of the Characteristic Properties of Some Subgroups on the Structure of Finite Groups,LiuXiaoChun/Guangxi University,0/71
  33. Influences of the Cover-Avoidance Properties on the Structure of Finite Groups,LiuJianJun/Guangxi University,0/13
  34. On the Self-Conjugate-Permutable Subgroups and SS-Quasinormal Subgroups to the Influnce of the Structure of Finite Groups,ShenZhenCai/Guangxi University,0/67
  35. The Influence of Elements of the Maximal Order and Weakly s-Semipermutable Properties of Subgroups on the Structure of Finite Groups,XuYong/Suzhou University,5/37
  36. Jacobson-Witt algebra irreducible representation,ChangLanYue/East China Normal University,0/17
  37. The Influence of Order Equation, Type of Element Order and the Number of Elements with Maximal Order on Finite Groups,ZhangQingLiang/Suzhou University,0/18
  38. The Influence of (?)-subgroups, π-quasinormally Embedded Subgroups and (?)-subgroups on the Structure of Finite Groups,LiZhongMin/Suzhou University,0/18
  39. P-solvable Restricted Lie Colour Algebras and the Basic Theory of Associative Lie Colour Algebras,ZhangXiaoDong/Northeast Normal University,0/12
  40. S-θ-Completions of the Maximal Subgroups and the Solvability of Finite Groups,DanJunHui/Guangxi Normal University,0/20
  41. Structure of Finite Groups under Certain Arithmetical Conditions on the Length of the Conjugacy Classes,LiYongGang/Guangxi Normal University,0/40
  42. The Influence of Conditional C-normal Subgroups on the Structure of Finite Groupst,GuoJingAn/Guangxi Normal University,0/54
  43. The Influence of Some Special Subgroups on the Structure of Finite Groups,SunJing/Chengdu University of Technology,0/67
  44. The Influence of Some Special Subgroups on the Structure of Finite Groups,ZhaoYong/Sichuan Normal University,0/60
  45. Some Properties of Restricted Lie Triple Systems,LiuXiuJuan/Northeast Normal University,0/9
  46. Solvable Lie Triple Supersystems,WuXianFeng/Northeast Normal University,0/6
  47. Decomposition of Finite Groups,ZuoJieSheng/Zhengzhou University,0/74
  48. Some Conclusions about Finite Subsimple Groups,WangMiaoMiao/Chengdu University of Technology,0/51
  49. The Research on the Solvability of Finite Group,YuHaiYang/Chengdu University of Technology,0/79
  50. Three solvable type nondegenerate Lie algebra and its derivation Lie algebra structure,LiZuo/Capital Normal University,0/25

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