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Automorphism group of exceptional symmetric domains R_v 被引量:2

Automorphism group of exceptional symmetric domains R_v
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摘要 The exceptional symmetric Siegel domain Rv(16) in 16 is defined. The exceptional clas-sical domain .Rv(16) = T( Rv(16)) is computed, where r is the Bergman mapping of the Siegel domain Rv(16). And holomorphical automorphism group Aut ( Rv(16)) of the exceptional symmetric Siegel domain Rv(16) is presented. The exceptional symmetric Siegel domainR v(16) in ?16 is defined. The exceptional classical domain ?v(16) = t(Rv(16)) is computed, where t is the Bergman mapping of the Siegel domain Rv(16). And holomorphical automorphism group Aut (Rv(16)) of the exceptional symmetric Siegel domainR v(16) is presented
作者 许以超
出处 《Science China Mathematics》 SCIE 2000年第4期347-356,共10页 中国科学:数学(英文版)
关键词 SIEGEL DOMAINS exceptional SYMMETRIC domains. Siegel domains exceptional symmetric domains
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参考文献5

  • 1Xu,Y.Exceptional symmetric classical domains[].Progress in Natural Science.1999
  • 2Vinberg,E.B.The Morozov-Borel theorem for real Lie groups, Dokl.Akad. Nauk SSSR, 1961, 141: 270, Transl[].Soviet Mathematics Doklady.1961
  • 3Xu,Y.Classification of the homogeneous Kaehlerian manifolds acts by real reductive Lie groups, Scientia Sinica, Ser[].A.1986
  • 4Xu,Y.The canonical realization of complex homogeneous bounded domains, Scientia Sinica, Ser[].A.1983
  • 5Xu,Y.Classification of square type domains[].Scientia Sinica.1979

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