数学科学学院??????
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部门： 数学科学学院
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电子邮箱： wxli@math.ecnu.edu.cn
办公地址： 闵行校区数学馆315室
通讯地址： 200241 上海市闵行区东川路500号，华东师范大学数学系
教育经历
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个人简介
社会兼职
普陀区致公党华东师大直属支部主委‚华东师大特邀监察员（2006.12--2009.12）‚普陀区政协委员‚美国《数学评论》评论员。
研究方向
分形几何及其应用‚DNA计算
开授课程
科研项目
学术成果
（1）“非线性动力系统的全局理论及其应用”：获2002年教育部科学技术奖一等奖（自然科学类）―――参加者（项目负责人为上海交通大学数学系
（2）“非线性系统动力学研究”：获2006年上海市自然科学奖二等奖―――参加者（项目负责人为上海师范大学数学系
[1] The dimensions of self-similar sets (with D. Xiao)‚ J. Math. Soc. Japan‚ 50(1998)‚ 789--799.
[2] Limit cycles for competitive three dimensional Lotka - Volterra system (with D. Xiao)‚ J. Differential Equations‚ 164(2000)‚ 1--15.
[3] The dimension of subsets of Moran sets determined by the success run behaviour of their codings (with F.M. Dekking)‚ Monatshefte fur Mathematik‚ 131(2000)‚ 309--320.
[4] Non-differentiability of devil´s staircases and dimensions of subsets of Moran sets (with D.Xiao and F.M. Dekking)‚ Mathematical Proceedings of the Cambridge Philosophical Society‚133(2002)‚ No.2‚ 345--355.
[5] Hausdorff dimension of subsets of Moran fractals with prescribed group frequency of their codings (with F.M. Dekking)‚ Nonlinearity‚ 16(2003)‚ 187--200.
[6] Stability and Bifurcation in a delayed Ratio-dependent Predator-Prey System (with D.Xiao )‚ Proceedings of the Edinburgh Mathematical Society‚ 46(2003)‚ 205--220.
[7] How smooth is a devil´s staircase? (with F. Michel Dekking)‚ Fractals‚ 11(2003)‚ 101--107
[8] The dimension of sets determined by their code behaviour‚ Fractals‚ 11(2003)‚ 345--352.
[9] Solving Maximum cut problem in the Adleman-Lipton model(with D. Xiao‚ Z. Zhang‚ L. He)‚ BioSystems‚82（2005）‚ 203--207.
[10] Procedure for a dynamical system on $\{0‚ 1\}^n$ with DNA molecules(with D. Xiao‚ J. Yu‚ X. Zhang‚ Z. Zhang‚ L. He). BioSystems‚ 84(2006)‚ 207--216.
[11] Dynamics in a Ratio-dependent Predator-Prey Model with predator Harvesting(with D. Xiao‚ M. Han). JMAA‚ 324(2006)‚ 14--29.
[12] Orbit trap rendering method for generating artistic images with cyclic or dihedral symmetry(with Y. Zuo‚ J. Lu‚ R. Ye). Computers & graphics‚ 30(2006)‚ 471--474.
[13] DNA ternary addition(with D. Xiao‚ L. He). Applied Mathematics and Computation‚ 182(2006)‚ 977--986.
[14] A DNA procedure for solving the shortest path problem(with C. Wang‚ D. Xiao‚ L. He). Applied Mathematics and Computation‚ 183(2006)‚ 79--84.
[15] Non-differentiability points of Cantor functions. MathematischeNachrichten‚ 280(2007)‚ 140--151.
[16] Hausdorff dimension of fiber-coding sub-Sierpinski carpets(with Y.X. Gui). JMAA‚ 331(2007)‚ 62--68.
[17] Points of infinite derivative of Cantor functions. Real Anal. Exchange‚ 32 (2006/07)‚ no.1‚ 87--96.
[18] Hausdorff dimension of subsets with proportional fibre frequencies of the general Sierpinski carpet (with Y.X. Gui). Nonlinearity‚ 20(2007)‚ 2353--2364.
[19] A class of Sierpinski carpets with overlaps (with Y.R. Zou‚ Y.Y. Yao). J. Math. Anal. Appl.‚ 340(2008)‚ 1422--1432.
[20] A random version of McMullen-Bedford general Sierpinski carpets and its application (with Y.X. Gui). Nonlinearity 21 (2008) 1745-1758.
[21] Dimensions of measure supported on generalized MW construction (with Feng Su)‚Lecture Notes in Pure and Applied Mathematics 176‚ Dekker‚ New Jork. 163--167.
[22] Multifractal decompositions of MW-like fractals‚ DYNAMICAL SYSTEM AND CHAOS‚ vol.1‚ Tokyo‚ Japan‚ June 1994‚ 159--162. World Sci. Publishing‚ River Edge‚ NJ.
[23] On the intersection of translation of middle-$\alpha $ Cantor sets (with D. Xiao)‚ FRACTALS AND BEYOND--Complexities in the Sciences‚ Malta‚ October 1998‚ 137--148. World Scientific‚ Singapore.
[24] The pointwise densities of non-symmetric Cantor sets (with Yuanyuan Yao). International Journal of Mathematics‚ 19(2008)‚ 1121--1135.
[25] An equivalent definition of packing dimension for subsets of Moran fractals and its application‚ Nonlinear Analysis: Real World Applications‚ 10(2009)‚ 1618--1626.
[26] A generalized Multifractal spectrum of the general Sierpinski carpets (with Y.X. Gui)‚ JMAA‚ 348(2008)‚ 180--192.
[27] Self-similar structure on intersection of homogeneous symmetric Cantor sets (with Yunxiu Zhang‚ Yuanyuan Yao)‚ to appear in Mathematische Nachrichten.
[28] Hausdorff and packing dimensions of subsets of Moran fractals with prescribed mixed group frequency of their codings(with L. Olsen‚ Z.Y. Wen)‚ Aequationes Mathematicae‚ 77(2009)‚ 171--185.
[29] Hausdorff dimension of a class of subsets of the general Sierpinski carpet (with with Y.X. Gui)‚ to appear in Acta Scientiarum Mathematicarum
[30] Subsets of the general Sierpinski carpet with mixed group frequencies (with Y.X. Gui)‚ to appear in International Journal of Mathematics
[31] Dimensions of subsets of Moran fractals related to frequencies of their codings (with Y.Y. Yao). Nonlinear Analysis: Real World Applications‚ 10(2009)‚ 3240--3252.
[32] Self-similar structure on the intersection of middle-$1-2\beta$ Cantor sets with $\beta\in(\frac{1}{3}‚\frac{1}{2})$‚ Nonlinearity 21 (2008) 2899-2910. (with J. Lu and YR. Zou).
[33] Dimensions of Non-differentiability points of Cantor functions (with Yuanyuan Yao‚ Yunxiu Zhang)‚ to appear in Studia Mathematica.
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