Zhou Zhenrong

Zhou Zhenrong

Zhou Zhenrong joined Shao brothers film company in 1978. In 1988, he was the first director to shoot the film "flying over the dangerous wall" starring Mo shaocong and Guo Fucheng. So far, he has written and directed such films as "killer's fairy tale", "love is hard to control" and "seven lives". He has personally directed and participated in directing more than 20 films and TV works. In addition, Professor Zhou Zhenrong of central China Normal University.

Hong Kong director

As an actor, I have made films:

sejie Angel (2004)

Films you have participated in:

screenwriter..... Love Sniper (1995) director..... One night stand of crazy horse girl (1996) screenwriter..... One night stand of crazy horse girl (1996) screenwriter..... Urban evil star (1990) director..... Flying over dangerous wall (1989) starring: Mo shaocong, Miao Qiaowei, Chen Jialing, Oshima, yugali, Guo Fucheng director..... Fan month and a half (2002) screenwriter..... Fan month and a half (2002) director..... Crazy Phoenix and silly Dragon (2004) director.... (2004) screenwriter.... (2004) director.... (2010)

Professor of central China Normal University

Zhou Zhenrong was born in Honghu County, Hubei Province on July 15, 1962

Resume of study and work

From January 2002 to January 2002, he taught in the school of mathematics and statistics, central China Normal University; from July 2002 to October 2002, he visited the Institute of mathematics and systems science, Chinese Academy of Sciences; from May 2000 to January 2002, he taught in the basic Department of Wuhan Institute of technology; from May 1998 to April 2000, he worked as a postdoctoral Supervisor (Shen Chunli) (Associate Professor) in the post doctoral mobile station of basic mathematics, Department of mathematics, East China Normal University; from September 1995 to May 1998 From March 1989 to September 1995, he taught in the basic Department of Wuhan Institute of food technology, from August 1987 to March 1989, he was a graduate student in the Department of mathematics of Zhengzhou University, from July 1985 to August 1987, he taught in Jingzhou Health School of Hubei, and from September 1981 to July 1985, he was an undergraduate in the Department of mathematics of central China Normal University

Scientific research projects and Awards

1. Participated in the research of the National Natural Science Foundation Project "gauge field theory and its application in related geometric problems" (fund No. 10071021). I am the main member of the research group, with a budget of 30000 yuan. 2. Presided over the natural science foundation project "regularity of Subelliptic harmonic mapping" of Hubei Provincial Department of education in 2000, with a budget of 15000 yuan. 3. Presided over the self-study of central China Normal University However, the nature of potential P harmonic mapping, funded by NSFC, and the research on some problems of differential geometry and optimal control, funded by 30000 yuan, won the third prize of Natural Science Award of Hubei Province in 2000, and I ranked second in the research group. scientific research projects and awards: 1. Participated in the research of the National Natural Science Foundation Project "gauge field theory and its application in related geometric problems" (fund number 10071021), I am the main member of the research group, with a spending of 30000 yuan 2. Presided over the Natural Science Foundation project "regularity of Subelliptic harmonic mapping" of Hubei Provincial Education Department in 2000, with a funding of 15000 yuan He presided over the nature of potential P harmonic mapping, a natural science foundation project of central China Normal University, and funded 30000 yuan. His cooperative project, research on some problems of differential geometry and optimal control, won the third prize of Natural Science Award of Hubei Province in 2000, and I ranked second in the research group.

Teaching situation

The courses taught are: undergraduate courses: abstract algebra, advanced algebra, linear algebra, algebraic topology, differential geometry, projective geometry, analytic geometry, differential manifold, general topology, advanced mathematics, engineering mathematics postgraduate courses: Lie group, complex geometry, Riemannian geometry, geometric analysis, selected lecture of differential geometry, differential manifold teaching and research projects are: research teaching project "Hua" has been completed Development of online curriculum resources (differential geometry) of central China Normal University (2006) teaching project under research "textbook construction of central China Normal University: differential geometry and MATLAB" (2007)

Recent papers:

Zho uZhenrong:HeatflowsofsubellipticharmonicmapsintoRiemannianmanifoldswithnonpositivecurvatures.acceptedforJ.Geom.Anal. ,DOI10.1007/s12220-0110-9220-1 Zho uZhenrong:StabilitiesofF-stationarymaps.KodaiMath.J. ,Vol.34,No.2(2011),pp272-290 JiaGaoyang, Zho uZhenrong:GapsandofF-Yang-Millsfieldsonsubmanifolds.acceptedforTsukubaJournalofMathematics LiLiangshu ,Zho uZhenrong:MonotonicityofF-StationaryMaps.J.ofMath. (PRC),Vol.32,No.1(2012),pp17-24 LiLiangshu, Zho uZhenrong:Quantumphenomenaofharmonicmapstosubmanifoldsofthesphere.acceptedforJ.ofMath. (PRC) Zhou Zhenrong: Integral Inequalities for some harmonic mappings. Mathematical physics, vol.31a, No.5 (2011), pp1345-1352 Zhou Zhenrong: Liouville Type Theorems for f-steady state mappings. Acta Mathematica physica Sinica, vol.30a, No.6 (2010), pp1677-1685

Series author

Topology

essential information

The second author: Song Bingyu Publishing House: Science Publishing House; the first edition (August 1, 2009) Series Title: 21st century university mathematics innovation textbook Paperback: 183 pages body language: Simplified Chinese format: 16

content validity

Topology systematically introduces the basic knowledge of topology. The book consists of 11 chapters. Firstly, it introduces some basic knowledge of set theory. Secondly, it introduces the concepts and basic properties of topological space and continuous mapping. Secondly, it introduces some important properties of topological space, including convergence, countability, separation, compactness and so on. It also introduces the Metrization of topological space and mapping space. Finally, it introduces the basic group and covering space Quality and application. Topology is suitable to be used as a teaching material for undergraduates and postgraduates majoring in Mathematics in Colleges and universities, and it can also be used as a reference for relevant personnel.

Differential geometry

essential information

second author: Yang Wenmao, Zheng Gaofeng Publishing House: Wuhan publishing house; First Edition (September 1, 2008) foreign book title: Mathematics Series Title: 21st Century College Mathematics Series Paperback: 196 pages text language: Simplified Chinese format: 16

content validity

Differential geometry systematically introduces the local differential geometry and global differential geometry of curves and surfaces. In the part of local differential geometry, the concepts and properties of curves and surfaces are systematically introduced, including curvature, torsion, vorraney formula, basic theorem of curves, two basic forms and two kinds of basic quantities of surfaces, curvature tensor, geodesic, basic theorem of surfaces, isometric transformation, covariant derivative, parallel movement, geodesic coordinate system, etc. In the part of global differential geometry, Isoperimetric Inequality, rotation index theorem, four vertex theorem, Gauss Bonet formula, oval surface and so on are systematically introduced. In the appendix, some MATLAB and maple programs are given to calculate the geometric quantities of curves and surfaces, and to demonstrate the shape and motion of curves and surfaces. Each chapter is equipped with appropriate examples and exercises, which is convenient for readers to study. Differential geometry can be used as a teaching material for undergraduate students of mathematics, master students and doctoral students of science and engineering, as well as for relevant mathematics teachers and mathematics lovers.

Chinese PinYin : Zhou Zhen Rong