Dissertation > Excellent graduate degree dissertation topics show

Characteristics of the body on the special linear group homomorphism

Author: HaoLiZhu
Tutor: WangLuQun
School: Heilongjiang University
Course: Basic mathematics
Keywords: The state of the body linear group of contracts
CLC: O152.3
Type: Master's thesis
Year: 2001
Downloads: 45
Quote: 2
Read: Download Dissertation

Abstract


Let F, K for the body , ChF F characteristics ; m , n ∈ Z ~~ SL_n ( F ) and GL_n (F) denote the special linear group F on n-order and the general linear group of order n ; SL_m ( K) and GL_m (K) denote the special linear group of order m on K and the general linear group . Zhong Mei in her master's thesis on a special linear group homomorphism matrix calculation methods and techniques to determine SL_n (F) to SL_m ( K ) ( n > m , m ≥ 3 ) homomorphism form of the same state is an extraordinary conclusion . Next, in ChF ≠ 2 , n ≥ 3 limit determined SL_n (F) to the homomorphic form SL_n (K) to obtain the same state at this time is the standard Conclusion . This article is on the basis of the Zhong Mei continue to study , completely solve the body n ≥ 3 , ChF = 2 special linear group homomorphism . Therefore , these results and corresponding conclusions of the literature is to promote and improve .

Related Dissertations

  1. Quantum Enveloping Algebra representation in the areas o,O152.5
  2. The Influence of s-quasinormally Embedded and Weakly s-supplemented Subgroups on the Structure of Finite Groups,O152.1
  3. Some low- symmetry group calculation,O152.1
  4. P-Envelopes and Toral Ranks of Lie Superalgebras,O152.5
  5. On the Lower Dimensional Cohomology of gl2 with Coefficients in the Modular Lie Superalgebra W（m,3,（?））,O152.5
  6. The Influence of Generalized Supplemented Subgroups on the Structure of Finite Groups,O152.1
  7. Finite Type-A Semigroup Algebras,O152.7
  8. Classification of 2-step Nilpotent Lie Algebras of Dimension 8 with 4-dimensional Center,O152.5
  9. Counting of Quasigroups with Coujugate Properties,O152.7
  10. Classification of n+2-Dimensional n-Lie Algebras,O152.5
  11. Classification of Representations of 4-Lie Algebras,O152.5
  12. The Multi-component BPT Hierarchy and Their Integrable Coupling System,O152.5
  13. The Influence of the Property of Pronormality on the Structures and Properties of Finite Groups,O152.1
  14. The Influence of Localized S-Quasinormality of Subgroups on the Structure of Finite Groups,O152.1
  15. On the Study for Subnormality of Subgroups in Finite Groups,O152.1
  16. Cryptic Rpp Semigroups,O152.7
  17. Several Kinds of (∈,∈ ∨q_ (λ,μ) )-Fuzzy Ideals of Semigroups and the Characterization of Drazin Semigroups,O152.7
  18. The Generalization Green Relations and Its Application,O152.7
  19. LMOV conjecture and representation theory,O152.6
  20. Motion Group Based on Dual Method,O152
  21. Abundant Semigroups Whose Idempotents Satisfy a Certain Identity,O152.7

CLC: > Mathematical sciences and chemical > Mathematics > Algebra,number theory, portfolio theory > Group theory > Linear group theory
© 2012 www.DissertationTopic.Net  Mobile