沈自飞

作者:来源:发布时间:2017-04-14

个人简介

沈自飞,男,1958年10月出生,浙江省诸暨市人,现为 浙江师范大学数理与信息工程学院教授、兼职博士生导师


学习经历

1978.3-1982.1  浙江师范学院数学系获理学学士,数学专业

2004.9-2007.7  中国航天科工710所获工学博士学位,系统工程专业

1991.9-1992.7  华东师范大学访学

1997.2-1997.8  北京大学访学

2003.9-2004.7  中国科学院数学研究所访学

2009.3-2009.4,2012.3-2012.4  香港中文大学数学研究所访学


工作简历

1982.1-至今 浙江师范大学数理与信息工程学院任教

助教(1982.1)/讲师(1987.11)/副教授(1995.11)教授(2000.12)兼职博导(2009.5)


学术兼职

数学教育学报编委(2012.8-至今)

全国初等数学研究学会副理事长(2010.8-至今)


人才梯队、荣誉

省高校中青年学科带头人(2001.11)


研究领域及成果

长期从事数学与应用数学专业领域的研究,在该领域取得一定成绩,在《数学学报》、《Chin.Ann.Math.》、《J.Math.Anal.Appl.》、《Nonlinear Analysis》等杂志上发表论文40余篇,成果获浙江省高校科研成果一等奖、二等奖等。

代表性论文、论著

1. Existence of Nontrivial Solutions for p-Laplacian Variational Inclusion Systems in R(N), Chin.Ann. Math., 32B(4)(2011), 619-630.

2. Existence and multiplicity of solutions for p(x)-Laplacian equation with nonsmooth potential, Nonlinear Analysis: Real World Applications, 11(2010), 106-116.

3. Existence of solutions for p(x)-Laplacian nonhomogeneous Neumann problems with indefinite weight, Nonlinear Analysis: Real World Applications, 11(2010), 446-458.

4. Three solutions for an obstacle problem for a class of variational hemivariational inequalities, Appl. Math. Comput., 215(2009), 2063-2069.

5. Solution and multiple solutions for p(x)-Laplacian equations with Nonlinear Boundary Condition, Chin. Ann. Math., 30B(4)(2009), 397-412.

6. Exponential asymptotic property of a parallel repairable system with warm standby under common-cause failure, J. Math. Anal. Appl., 341(1)(2008), 457-466.

7. Infinite solutions for a class of quasilinear elliptic equations with singular potential,Advances in Mathematics,3(36)( 2007)268-276.

8. On a kind of Generalized Quasi-Variational Inequalities and Fan`s Minimax Inequality Without Convexity,Chin. Ann.Math.,22B(3)(2001)337-342.

9.具Hardy--Sobolev临界指数椭圆方程的非平凡解, 数学学报,48(5)(2005)999-1010.

10.渐近伪压缩映象的收敛性定理, 数学年刊, 26 A(5)(2005)669-674.

代表性科研项目

1.2004.1-2005.12,浙江省自然科学基金一般项目:非线性算子方程的解及其迭代算法研究;

2.2007.1-2008.12,浙江省自然科学基金一般项目:椭圆型H-半变分不等式的多解存在性问题研究;

3.2010.1-2012.12,国家自然科学基金一般项目:非线性微分方程中的若干变分问题研究(10971194);

4.2013.1-2016.12,国家自然科学基金一般项目:几类非典型薛定谔方程(组)驻波解的存在性与多重性研究(11271331).

成果奖励

1.项目“H-空间中集值映射的极大元定理及其应用”获2003年浙江省高校科研成果二等奖;

2. 项目“非线性算子方程的解及其迭代逼近”获2006年浙江省高校科研成果一等奖;

3. 项目“具有奇异位势的椭圆型方程的非平凡解”获2007年浙江省高校科研成果二等奖。

学术报告

2004.8在韩国举行的第八届国际非线性泛函分析及其应用学术研讨会作学术报告。


近三年教学情况

近三年,为本科生主讲课程有《微分几何》、《微分方程》、《高等数学》,指导本科生论文12篇;为研究生开设《非线性泛函分析》、《应用泛函分析》、《临界点理论及其应用》等课程,指导培养硕士研究生8名、博士研究生1名。


Profile

Shen Zifei, male, October 1958, Zhuji, Zhejiang, Professor of mathematics,Supervisor of master and doctoral students.


Education Background

2009.3-2009.4, 2012.3-2012.4: The Chinese University of Hong Kong, Visiting scholar.

2003.9-2004.7: Chinese Academy of Sciences Institute of Mathematics, Visiting scholar.

1997.2-1997.8: Beijing University, Visiting scholar.

1991.9-1992.7: East China Normal University, Visiting scholar.

2004.9-2007.7: China Aerospace Science and Industry 710, Doctor of Engineering Systems Engineering.

1978.3-1982.1:Department of Mathematics, Zhejiang Normal University, Bachelor of Science Mathematics.


Work Experiences

1982.1: Teaching Assistant.

1987.11: Lecturer.

1995.11: Associate Professor.

2000.12: Professor.


Other Academic Positions/Memberships

2012.8-present: Editorial Board, Journal of Mathematics Education.

2010.8-present: Vice President of National Association of Elementary Mathematics Research.


Honorable Titles and Awards

2001.11: Provincial Young College Academic Leader.


Research Field and Achievements

1. Existence of Nontrivial Solutions for p-Laplacian Variational Inclusion Systems in R(N), Chin.Ann. Math., 32B(4)(2011), 619-630.

2. Existence and multiplicity of solutions for p(x)-Laplacian equation with nonsmooth potential, Nonlinear Analysis: Real World Applications, 11(2010), 106-116.

3. Existence of solutions for p(x)-Laplacian nonhomogeneous Neumann problems with indefinite weight, Nonlinear Analysis: Real World Applications, 11(2010), 446-458.

4. Three solutions for an obstacle problem for a class of variational hemivariational inequalities, Appl. Math. Comput., 215(2009), 2063-2069.

5. Solution and multiple solutions for p(x)-Laplacian equations with Nonlinear Boundary Condition, Chin. Ann. Math., 30B(4)(2009), 397-412.

6. Exponential asymptotic property of a parallel repairable system with warm standby under common-cause failure, J. Math. Anal. Appl., 341(1)(2008), 457-466.

7. Infinite solutions for a class of quasilinear elliptic equations with singular potential,Advances in Mathematics,3(36)( 2007)268-276.

8. On a kind of Generalized Quasi-Variational Inequalities and Fan`s Minimax Inequality Without Convexity,Chin. Ann.Math.,22B(3)(2001)337-342.

9. Existence of nontrivial solution  for Elliptic Equations involving Hardy - Sobolev critical exponents, Acta Mathematica Sinica,48(5)(2005)999-1010.

10. Pesudocontractive asymptotic convergence theorem, Chin. Ann. Math., 26 A(5)(2005)669-674.

Representative Works

1. 2004.1-2005.12: The general project of Natural science Foundation of Zhejiang province: Study of solutions and iterative algorithm for nonlinear operator equations.

2. 2007.1-2008.12: The general project of Natural science Foundation of Zhejiang province: The existence of multiple solutions for elliptic H-semi variational inequalities.

3. 2010.1-2012.12: The general program of the National Natural Science Fund: Some variational problems of Nonlinear Differential Equations(10971194).

4. 2013.1-2016.12: The general program of the National Natural Science Fund: Several kinds of atypical Schrodinger equation(group) to study the existence and multiplicity of standing wave solutions (11271331).

Awards

1. Project "H-space set-valued mapping maximal element theorem and its applications" by 2003 Zhejiang university scientific research prize.

2. Project "Nonlinear operator equation and its approximation" won the first prize in 2006, Zhejiang university research.

3. Project "With singular potential elliptic equations nontrivial solution" won the 2007 Zhejiang university scientific research prize.

Reports

2004.8, Korea, Eighth International Symposium on Nonlinear Functional Analysis and Its Applications.


Teaching and Supervision during Last 3 Years

Undergraduate Courses:

"differential geometry", "differential", "Higher Mathematics".

Graduate courses:

"Nonlinear Functional Analysis", "Applied Functional Analysis", "critical point theory and its applications ".

Supervised eight master and one doctoral graduate students.