On the structure of homogeneous symplectic varieties of complete intersection

被引：0
作者：
Yoshinori Namikawa
机构：
[1] Kyoto University,Department of Mathematics, Faculty of Science
来源：
Inventiones mathematicae | 2013年 / 193卷
关键词：
Line Bundle; Complete Intersection; Parabolic Subgroup; Contact Structure; Nilpotent Orbit;
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页码：159 / 185
页数：26
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  • [1] Birkar C.(2010)Existence of minimal models for varieties of log general type J. Am. Math. Soc. 23 405-468
  • [2] Cascini P.(2000)Symplectic singularities Invent. Math. 139 541-549
  • [3] Hacon C.(1998)Fano contact manifolds and nilpotent orbits Comment. Math. Helv. 73 566-583
  • [4] McKernan J.(1994)Compact complex manifolds with numerically effective tangent bundles J. Algebr. Geom. 3 295-345
  • [5] Beauville A.(2003)Symplectic resolutions for nilpotent orbits Invent. Math. 151 167-186
  • [6] Beauville A.(1978)On automorphism groups of compact Kaehler manifolds Invent. Math. 44 225-258
  • [7] Demailly J.P.(2010)Extension theorems for differential forms and Bogomolov-Sommese vanishing on log canonical varieties Compos. Math. 146 193-219
  • [8] Peternell T.(2006)Symplectic varieties from the Poisson point of view J. Reine Angew. Math. 600 135-160
  • [9] Schneider M.(2000)Projective contact manifolds Invent. Math. 142 1-15
  • [10] Fu B.(1979)Closures of conjugacy classes of matrices are normal Invent. Math. 53 227-247
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