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Development from prehomogeneous vector spaces to weakly spherical homogeneous spaces

Development from prehomogeneous vector spaces to weakly spherical homogeneous spaces
从预齐次向量空间到弱球齐次空间的发展
批准号:
11440001
负责人:
KIMURA Tatsuo
金额:
$7.1万
依托单位:
依托单位国家:
日本
项目类别:
Grant-in-Aid for Scientific Research (B)
财政年份:
1999
资助国家:
日本
项目状态:
已结题
起止时间:
1999 至 2001

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中文摘要
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英文摘要
The development of this year is a clarrification of weakly spherical homogeneous spaces obtained from dividing general linear groups by their irreducible algebraic inbgroups which we will call irreducible weakly spherical homogeneous spaces. The point is to clarify the relation between castling transforms and weakly sphericality. By doing this, we complete the clarrification corresponding to irreducible regular prehomogeneous spaces.
期刊论文(46)
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会议论文
M.Kitazume, M.Miyamoto, H.Yamada: "Borwein Identity and Vertex Operator Algebras"J. Number Theory. 82. 100-108 (2000)
M.Kitazume、M.Miyamoto、H.Yamada:“Borwein 恒等式和顶点算子代数”J。
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Taira,Palagachev,Popivanov: "A degenerate Neumann problem for quasilinear elliptic equations"Tokyo Journal of Math.. 23,1. 227-234 (2000)
Taira,Palagachev,Popivanov:“拟线性椭圆方程的退化诺伊曼问题”东京数学杂志.. 23,1。
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M.Kitazume M.Miyamoto H.Yamada: "Borwein Indentity and Vertex operator Algebras"J.Number Theory. 82. 100-108 (2000)
M.Kitazume M.Miyamoto H.Yamada:“Borwein 恒等式和顶点算子代数”J.数论。
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