SL(n,C)中可解子群结构及几类可积型Fuchsian系统
SL(n,C)중가해자군결구급궤류가적형Fuchsian계통
STRUCTURE OF SOLVABLE SUBGROUP IN SL(n, C) AND SEVERAL KINDS OF INTEGRABLE FUCHSIAN SYSTEMS
  • 万方数据
    数学杂志 수학잡지
    JOURNAL OF MATHEMATICS
    2012年 5期 761-765 ,共5页

    张绍飞%王栓奇%李慧珍

    장소비%왕전기%리혜진

    可积性%Fuchs方程%单值群%可解群%特殊线性群 可積性%Fuchs方程%單值群%可解群%特殊線性群
    가적성%Fuchs방정%단치군%가해군%특수선성군
    integrability%Fuchsian equation%monodromy group%solvable group%special linear group
    本文研究并给出一类SL(n,C)中的有限生成的可解子群结构定理.利用单值群的可解性与Fuchsian方程的可积性关系,给出几类可积型Fuchsian系统.
    본문연구병급출일류SL(n,C)중적유한생성적가해자군결구정리.이용단치군적가해성여Fuchsian방정적가적성관계,급출궤류가적형Fuchsian계통.
    In this paper,we give structure theorem of solvable subgroup generated by finite elements in SL(n,C). By using relation between the solvability of monodromy group and the integrability of Fuchsian equations,we obtain several kinds of integrable Fuchsian systems.
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