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检索条件"作者=Pan Yifei Department of Mathematical Sciences, Indiana University-Purdue University fort Wayne fort Wayne, IN 46805-1499 , U.S.A."
10 条 记 录,以下是1-10 订阅
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Proper holomorphic self-maps of smooth bounded Reinhardt domains in C^n
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science China Mathematics 2005年 第Z1期48卷 318-323页
作者: pan yifei department of mathematical sciences, indiana university-purdue university fort wayne fort wayne, in 46805-1499 , u.s.a. school of Mathematics and Informatics, Jiangxi Normal university, Nanchang 330027, China department of mathematical sciences Indiana University-Purdue University Fort Wayne Fort Wayne USA school of Mathematics and Informatics Jiangxi Normal University Nanchang China
It is proved that every proper holomorphic self-map of a smooth bounded Reinhardt domain of D'Angelo finite type in Cn (n > 1) is an automorphism.
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Proper holomorphic self-maps of smooth bounded Reinhardt domains in C^2
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science China Mathematics 2008年 第1期51卷 93-100页
作者: CHEN ZhiHua~1 & pan yifei~(2,3+) 1 department of Mathematics, Tongji university, shanghai 200092, China 2 department of mathematical sciences, indiana university-purdue university fort wayne, fort wayne, IN 46805-1499, usA 3 school of Mathematics and Information sciences, Jiangxi Normal university, Nanchang 330022, China department of Mathematics Tongji University Shanghai China department of mathematical sciences Indiana University-Purdue University Fort Wayne Fort Wayne USA school of Mathematics and Information sciences Jiangxi Normal University Nanchang China
It is proved that every proper holomorphic self-map of a smooth bounded Reinhardt domain in C^2 is an automorphism.
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The high order schwarz-Pick lemma on complex Hilbert balls
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science China Mathematics 2010年 第10期53卷 2649-2656页
作者: DAI shaoYu1,2,CHEN HuaiHui1 & pan yifei3,4 1department of Mathematics,Nanjing Normal university,Nanjing 210097,China 2department of General study Program,Jinling Institute of Technology,Nanjing 211169,China 3school of Mathematics and Informatics,Jiangxi Normal university,Nanchang 330022,China 4department of mathematical sciences,indiana university-purdue university fort wayne,fort wayne,IN 46805-1499,usA department of Mathematics Nanjing Normal University Nanjing China department of General study Program Jinling Institute of Technology Nanjing China school of Mathematics and Informatics Jiangxi Normal University Nanchang China department of mathematical sciences Indiana University-Purdue University Fort Wayne Fort Wayne USA
In this paper we prove a high order schwarz-Pick lemma for holomorphic mappings between unit balls in complex Hilbert *** addition,a schwarz-Pick estimate for high order Fréchet derivatives of a holomorphic function ... 详细信息
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A Note on schwarz-Pick Lemma for Bounded Complex-Valued Harmonic Functions in the unit Ball of R^n
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Chinese Annals of Mathematics,series B 2015年 第1期36卷 67-80页
作者: shaoyu DAI yifei pan department of Mathematics Jinling Institute of Technology department of mathematical sciences Indiana University - Purdue University Fort Wayne Fort WayneIN 46805-1499 USA
In this paper, the authors prove a schwarz-Pick lemma for bounded complexvalued harmonic functions in the unit ball of Rn.
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Proper Holomorphic Maps from Domains in C2 with Transverse Circle Action
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Chinese Annals of Mathematics,series B 2007年 第5期28卷 533-542页
作者: Adam COFFMAN yifei pan department of mathematical sciences Indiana University - Purdue University Fort Wayne Fort Wayne IN 46805-1499 USA. department of mathematical sciences Indiana University - Purdue University Fort Wayne Fort Wayne IN 46805-1499 USA College of Mathematics and Information sciences Jiangxi Normal University Nanchang 330022 China.
The authors consider proper holomorphic mappings between smoothly bounded pseudoconvex regions in complex 2-space,where the domain is of finite type and admits a transverse circle *** main result is that the closure o... 详细信息
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A Boundary schwarz Lemma for Holomorphic Mappings on the Polydisc
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Chinese Annals of Mathematics,series B 2018年 第1期39卷 9-16页
作者: Yang LIu Zhihua CHEN yifei pan department of Mathematics Zhejiang Normal University Jinhua 321004 Zhejiang China. department of Mathematics Tongji University Shanghai 200092 China department of mathematical sciences Indiana University-Purdue University Fort Wayne Fort Wayne IN 46805-1499 USA school of Mathematics and Informatics Jiangxi Normal University Nanchang 330022 China.
The authors prove a general schwarz lemma at the boundary for holomorphic mappings from the polydisc to the unit ball in any *** the special case of one complex variable,the obtained results give the classic boundary ... 详细信息
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A schwarz Lemma at the Boundary of Hilbert Balls
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Chinese Annals of Mathematics,series B 2018年 第4期39卷 695-704页
作者: Zhihua CHEN Yang LIu yifei pan department of Mathematics Tongji UniversityShanghai 200092 China. Corresponding author. department of Mathematics Zhejiang Normal University Jinhua 321004Zhejiang China. department of mathematical sciences Indiana University-Purdue University Fort Wayne Fort Wayne IN 46805-1499 USA school of Mathematics and Informatics Jiangxi Normal University Nanchang 330022 China.
In this paper, the authors prove a general schwarz lemma at the boundary for the holomorphic mapping f between unit balls B and B' in separable complex Hilbert spaces H and H', respectively. It is found that if the ... 详细信息
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On a Right Inverse of a Polynomial of the Laplace in the Weighted Hilbert space L^(2)(R^(n),e^(−|x|^(2)))
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Analysis in Theory and Applications 2023年 第1期39卷 83-92页
作者: shaoyu Dai Yang Liu yifei pan department of Mathematics Jinling Institute of TechnologyNanjingJiangsu 211169China department of Mathematics Zhejiang Normal UniversityJinhuaZhejiang 321004China department of mathematical sciences Purdue University Fort WayneFort Wayne46805-1499USA
Let P(∆)be a polynomial of the Laplace operator∆=n∑j=1∂^(2)∂x^(2)_(j) on R^(n).We prove the existence of a bounded right inverse of the differential operator P(∆)in the weighted Hilbert space with the Gau.s.a. measur... 详细信息
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A sCHWARZ-PICK LEMMA FOR THE MODuLus OF HOLOMORPHIC MAPPINGs FROM THE POLYDIsK INTO THE uNIT BALL
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Acta Mathematica scientia 2014年 第6期34卷 1775-1780页
作者: 戴绍虞 潘一飞 department of Mathematics Jinling Institute of Technology school of Mathematics and Informatics Jiangxi Normal University department of mathematical sciences Indiana University-Purdue University Fort WayneFort WayneIN 46805-1499USA
In this paper we prove a schwarz-Pick lemma for the modulus of holomorphic mappings from the polydisk into the unit ball. This result extends some related results.
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一个向量形式的格朗沃尔(Gronwall)不等式
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数学年刊:A辑 2023年 第3期44卷 303-314页
作者: 戴绍虞 潘一飞 金陵科技学院数学系 南京211169 普渡大学韦恩堡校区数学系 美国韦恩堡46805-1499
本文证明了高阶微分算子的一个向量形式的格朗沃尔不等式.作为它的一个应用,作者得到了具有奇异系数的n阶线性常微分方程系统在初始条件下解的稳定性和唯一性定理.作为它的另一个应用,作者得到了n阶非线性常微分方程系统在初始条件下解... 详细信息
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