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梁克维
2023-05-17 18:02
  • 梁克维
  • 梁克维 - 副教授 硕士生导师-浙江大学-数学科学学院-个人资料

近期热点

资料介绍

个人简历


2001年获得浙江大学理学博士,2001年-2005年新加坡国立大学的博士后,2005年-2006年法国图卢兹第三大学的博士后。2006年下半年-至今在浙江大学数学学院任教。
教学与课程
2019年
微积分甲(上)
春夏学期的科学计算
春夏学期的数学软件
https://pan.zju.edu.cn/share/70b9225a72e3ef31e73b967aaa
2018年
春夏学期的科学计算
春夏学期的数学软件
科研
科研项目:
主持了一项国家自然科学基金项目;一项教育部留学回国人才项目;一项浙江省自然科学基金项目;一项浙江省钱江人才项目;参与了多项国家自然科学基金项目和省部级项目。
其他
欢迎数学专业的同学来攻读硕士。

研究领域


计算数学
反问题
机器学习"机器学习(偏向医学图像)、随机优化、偏微分方程数值解等"

近期论文


J.J.Chen,Z.F.Xiao,Y.Zheng,J.J.Zheng,C.F.Li,K.W.Liang;
Automatic sizing functions for unstructured surface mesh generation,
INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING,109(2017),577-608.
C.Zheng,X.L.Cheng,K.W.Liang;
Numerical analysis of inverse elastic problem with damage,
APPLIED ATHEMATICS A JOURNAL OF CHINESE UNIVERSITIES Ser.A.,31(2016),Issue 4,476-490.
C.Zheng,X.L.Cheng,K.W.Liang;
Numerical Analysis of Inverse Elasticity Problem with Signorini¡ˉs Condition,
Communications in Computational Physics,20(2016),Issue 4,1045-1070.
K.W.Liang,X.L.Lu,Z.J.Yang;
Finite element approximation to the extremal eigenvalue problem for inhomogenous materials,
Numerische Mathematik,130(2015),Issue 4,741-762.
D.M.Li,K.W.Liang,Thomas Gruhn;
Mean Field Theory of Diblock Copolymer on Curved Manifolds,
Macromol.Symp.,346(2014),22-31.
J.Q.Jin,Bailing Yang,K.W.Liang,Xun Wang;
General image denoising framework based on compressive sensing theory,
Computers&Graphics,38(2014),382-391.
K.W.Liang,H.C.Zhu;
Moving collocation method for a reaction-diffusion equation with a traveling heat source,
Numerical Methods for Partial Differential Equations,29(2013),No.6,2047-2060.
H.C.Zhu,K.W.Liang;
A Numerical Investigation of Blow-up in The Moving Heat Source Problems in Two-dimensions,
WSEAS Transactions on Mathematics,12(2013),Issue 3,286-295.
H.C.Zhu,K.W.Liang;
Moving mesh method for a reaction-diffusion equation with traveling heat source on unbounded domain,
APPLIED ATHEMATICS A JOURNAL OF CHINESE UNIVERSITIES Ser.A.,27(2012),No.2,206-219.
H.Qiang,K.W.Liang;
Moving mesh method for problems with blow-up on unbounded domains,
Numerical Algorithms,59(2012),63-77.
Z.F.Zhang,K.W.Liang,X.L.Cheng;
Greedy Algorithms for Eigenvalue Optimization Problems in Shape Design of Two-Density Inhomogeneous Materials,
International Journal of Computer Mathematics,88(2011),No.1,183-195.
H.C.Zhu,K.W.Liang;
A moving mesh method for blow-up in reaction-diffusion problems,
APPLIED ATHEMATICS A JOURNAL OF CHINESE UNIVERSITIES Ser.A.,25(2010),No.4,411-422.
Kunisch Karl,K.W.Liang,X.L.Lu;
Optimal control for the elliptic system with polygonal state constraints,
SIAM Journal on Control and Optimization,48(2010),Issue 8,5053-5072.
H.C.Zhu,K.W.Liang,X.L.Cheng;
A numerical investigation of blow-up in reaction-diffusion problems with traveling heat sources,
Journal of Computational and Applied Mathematics,234(2010)Issue12,3332-3343.
Z.F.Zhang,K.W.Liang,X.L.Cheng;
A Monotonic Algorithm for Optimizing Eigenvalue in Shape Design problems of Multi-Density Inhomogeneous Materials,
Communications in Computational Physics(CICP),8(2010)No.3,565-584.
J.Chen,K.W.Liang;
Research and simulation on searching algorithm based on rumor spreading and interest mining,
Computer Systems&Application.,19(2010),No.1,76--81.
K.W.Liang,D.F.Han,H.Zhang,C.Y.Zhu;
A weak condition for secant method to solve systems of nonlinear equations,
APPLIED ATHEMATICS A JOURNAL OF CHINESE UNIVERSITIES Ser.B.,24(2009),No.1,90--96.
K.W.Liang;
Homocentric convergence ball of the secant method,
APPLIED ATHEMATICS A JOURNAL OF CHINESE UNIVERSITIES Ser.B.,22(2007),No.3,353--365.
K.W.Liang,P.Lin,R.C.E.Tan;
Numerical solution of quenching problems using mesh-dependent variable temporal Steps,
Applied Numerical Mathematics,57(2007),No.5-7,473--858.
K.W.Liang,P.Lin,M.T.Ong,R.C.E.Tan;
A splitting moving mesh method for reaction-diffusion equations of quenching type,
Journal of Computational Physics,215(2006),No.2,757--777.
K.W.Liang,P.Lin;
A splitting moving mesh method for 3-d quenching and blow-up problems,
Contemporary Mathematics series,American Math.,383(2005),355--369.
Zhongqiu Jin,K.W.Liang,Jinsheng Jiang;
Uniform-convergence analysis of a singular perturbation problem on a modified Bakhvalov-Shishkin mesh,
(Chinese)Journal of Zhejiang University.Natural Science Edition,30(2003),no.3,263--267.
Zhongqiu Jin,K.W.Liang,Daming Li;
A difference method for a singularly perturbed two-point boundary value problem,
(Chinese)Mathematica Numerica Sinica.,24(2002),no.2,147--156.
K.W.Liang,Daming Li,Jinsheng Jiang;
A note on the midpoint upwind scheme of the Bakhvalov-Shishkin mesh,
(Chinese)Journal of Zhejiang University.Natural Science Edition,29(2002),no.1,20--24.
K.W.Liang;
The Convergence of Hansen and Patrick¡ˉs Method on the|Ã-Condition,
(Chinese)Acta Mathematicae Applicatae Sinica,23(2000),no.1,151--153.
K.W.Liang,Zhongqiu Jin,Daming Li;
A finite difference scheme and its convergence rate for$\\epsilon$-uniform singularly perturbed problems,
(Chinese)Journal of Zhejiang University.Natural Science Edition,27(2000),no.5,473--476.
K.W.Liang;
Convergence of the method of Hansen and Patrick,
(Chinese)Journal of Hangzhou University.Natural Science Edition,26(1999),no.1,25--35.

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