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教授
- 电子邮箱：qchen@ustc.edu.cn
- 联系方式：0551-63607509
- 学位：博士
访问量：
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[ 1 ]The structure of HCMU metric in a K-surface , Inter.Math.Re.Not , 2005 , 2005,No.16.
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[ 2 ]陈卿,陈卿.Uniqueness for Ricci flow with unbounded curvature in dimension 2.ANNALS OF GLOBAL ANALYSIS AND GEOMETRY,2010,38(3):293-303.
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[ 3 ]陈卿,陈卿.Singular angles of weak limiting metrics under certain integral
curvature bounds.PACIFIC JOURNAL OF MATHEMATICS,2007,231(1):35-49.
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[ 4 ]陈卿,陈卿.CONFORMAL METRICS WITH CONSTANT CURVATURE ONE AND FINITELY MANY CONICAL
SINGULARITIES ON COMPACT RIEMANN SURFACES.PACIFIC JOURNAL OF MATHEMATICS,2014,273(1):75-100.
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[ 5 ]陈卿,陈卿.CONSTRUCTION OF LAGRANGIAN SUBMANIFOLDS IN CPn.PACIFIC JOURNAL OF MATHEMATICS,2012,258(1):31-49.
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[ 6 ]陈卿,陈卿.Chern-Osserman type equality for complete surfaces in R n.JOURNAL OF GEOMETRY AND PHYSICS,2018,129117-124.
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[ 1 ]Riemann曲面上一般极值度量存在性正则性与实现,进行,
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[ 2 ]1201b0403021,完成,
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[ 3 ]Kahler曲面上极值度量若干问题研究,完成,
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[ 4 ]关于Riemann曲面上极值度量的若干问题,完成,
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[ 5 ]复几何暑期学校经费,完成,
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[ 6 ]Riemann曲面的奇异度量与欧氏空间曲面理论,进行,
