FOLIATIONS ON CR MANIFOLD

FOLIATIONS ON CR MANIFOLD

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摘要 In this paper, we prove that there exist CR foliation and complex foliation on abstractCR manifolds and obtain some properties of these foliations. In this paper, we prove that there exist CR foliation and complex foliation on abstractCR manifolds and obtain some properties of these foliations.

作者韩祖宏

机构地区 Department of Mathematics

出处《Science China Mathematics》 SCIE 1992年第6期701-708,共8页 中国科学：数学（英文版）

基金 Project supported by the National Natural Science Foundation of China.

关键词 CR MANIFOLD Levi FORMS INTEGRABILITY foliation. CR manifold Levi forms integrability foliation.

分类号 N [自然科学总论]

引文网络
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1陈志华,韩祖宏.INTEGRABILITY OF ABSTRACT CR-STRUCTURES[J].Chinese Science Bulletin,1990,35(10):793-797.
2GAO Hongya ZHAO Hongliang.Integrability for the Jacobian of orientation-preserving forms[J].Science China Mathematics,2005,48(11):1488-1498.
3乔志军.REPRESENTATIO OF THE LAX SYSTEM FOR LEVI HIERARCHY[J].Chinese Science Bulletin,1991,36(20):1756-1757.
4陈志华,陆志勤.q-PSEUDOCONVEX DOMAIN IN γ-COMPLETE MANIFOLD[J].Chinese Science Bulletin,1990,35(5):366-370.
5徐士英,赵焕光.关于(s)Fuzzy积分的极限定理[J].浙江师范大学学报（自然科学版）,1989,23(2):1-7.
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9韩祖宏.THE PSEUDO-EINSTEIN SIRUCTURES ON THE CR MANIFOLD WITH A POSITIVE WEBSTER-RICCI TENSOR[J].Chinese Science Bulletin,1991,36(20):1757-1758.
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Science China Mathematics

1992年第6期

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FOLIATIONS ON CR MANIFOLD

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