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C^2中三次刚性超曲面的无穷小CR自同构

On Real-analytic Infinitesimal CR Automorphisms of the Rigid Cubic Hypersurfaces in C^2
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摘要 给出了C^2中三次刚性超曲面定义在原点邻域内的实解析无穷小CR自同构的完整刻画. The author determines the real-analytic Infinitesimal CR automorphisms of the rigid cubic hypersurfaces in C2 near the origin.
作者 吴清艳
出处 《临沂师范学院学报》 2009年第6期6-9,共4页 Journal of Linyi Teachers' College
关键词 刚性超曲面 实解析无穷小CR自同构 全纯自同构 pseudoconvex hypersurface real-analytic infinitesimal CR automorphism holomorphic automorphism
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参考文献4

  • 1Martin Kolá?. Local symmetries of finite type hypersurfaces in ?2[J] 2006,Science in China Series A: Mathematics(11):1633~1641
  • 2E. N. Shananina. Polynomial Models of Degree 5 and Algebras of Their Automorphisms[J] 2004,Mathematical Notes(5-6):702~716
  • 3A. F. Arbatskii. Structure of groups of nonlinear automorphisms for (3,3) quadrics[J] 1996,Mathematical Notes(2):116~122
  • 4S. N. Shevchenko. Description of the algebra of infinitesimal automorphisms of quadrics of codimension two and their classification[J] 1994,Mathematical Notes(5):534~542

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