陈发来

发布者:万宏艳发布时间:2019-11-13浏览次数:98


  话:0551-3607537

  真:0551-3607537

E-mailchenfl@ustc.edu.cn 

个人主页:http://staff.ustc.edu.cn/~chenfl/

 

主要研究方向:计算机辅助几何设计、计算机图形学、应用逼近论

 

陈发来,安徽省太湖县人。1982年进入中国科技大学数学系学习。分别于1987年、1989年、1994年获计算数学专业学士、硕士、博士学位。1995年任副教授,1998年晋升教授,1999年受聘博士生导师岗位。从1994年起分别到美国杨伯翰大学、美国Rice大学、香港科技大学、香港大学、新加坡国立大学、奥地利林茨大学等访问。现为中国科学技术大学数学系教授、博士生导师,曾担任中国工业应用数学学会常务理事(2004-2016),中国工业应用数学学会几何设计与计算专委会主任(2015-1019),中国计算数学学会常务理事(2004—2012),安徽省数学会秘书长(2003-2019),国务院学位委员会数学学科评审组成员(2009-2019),教育部高等学校数学与统计学教学指导委员会委员(2006-2022),第十二、十三届国家自然科学基金委员会数学学科评委,Computer Aided Geometric Design,Visual Computer》,《Numerical Mathematics: Theory, Methods and Applications《计算机辅助设计与图形学学报》编委。曾于1997年,2001年两次获国家级教学成果二等奖。2001年获教育部高校青年教师奖。2002年获国家自然科学基金杰出青年基金。2003年获宝钢优秀教师奖特等奖。2008年获中科院优秀导师奖,中国计算机图形学杰出奖。2009年获冯康科学计算奖。2010年获全国百篇优博论文指导教师奖。2013年获高等学校优秀科研成果自然科学奖二等奖。2016年获中组部“万人计划”教学名师。

研究方向为计算机辅助几何设计与计算机图形学。近来感兴趣的研究课题包括:曲面隐式化的动曲面方法,T网格上的样条曲面,用隐式曲面重构三维散乱数据点、等几何分析、基于稀疏优化的几何处理等。

 

主要讲授课程:

本科生课程:数学分析、高等数学、线性代数、数学实验、数学建模、计算机图形学、计算方法

研究生课程:函数逼近论、计算机辅助几何设计、计算代数几何

 

获奖情况:

科研奖励:

常庚哲、冯玉瑜、周建伟、陈发来,关于伯恩斯坦-贝齐尔曲面的研究,中国科学院自然科技成果二等奖,1992

陈发来、邓建松、杨周旺、李新、童伟华,几何建模的理论与方法研究,教育部高等学校科学研究优秀成果奖自然科学奖二等奖,2013.

教学获奖情况:

1991年起参与我校数学建模竞赛的组织与教练工作,曾多次获国内外竞赛一、二等奖。

李尚志、陈发来、王树禾,数学建模与数学教学改革,国家级教学成果二等奖、中科院优秀教学成果一等奖,1997年。

李尚志、陈发来、吴耀华、张韵华,数学实验课程建设,国家级教学成果二等奖、安徽省优秀教学成果一等奖,2001

李尚志、陈发来、吴耀华、张韵华,《数学实验》,教育部高校优秀教材二等奖,2002

霍英东优秀青年教师奖(教学类)三等奖,2002

《宝钢教育优秀教师奖》特等奖,2003

其它:

2006-2010年教育部高等学校数学与统计学教学指导委员会委员

2007年度《线性代数》精品课程负责人。

 

承担的研究项目:

教育部留学回国人员基金,1996-1998,经费1.5万元。

中科院留学回国人员择优支持费,1996-1998,经费2.5万元。

国家自然科学基金,“隐式曲面造型的研究”,1997-1999,经费8万元。

中科院特支费,1999-2001,经费1.2万元。

国家自然科学基金,“区间分析及其在几何造型与图形学中应用的研究”,2000-2002, 经费8万元。

教育部资助优秀青年教师基金,“动曲面方法在数学机械化中应用的研究”,2000-2002, 经费7万元。

973重大项目“数学机械化及其自动推理平台”二级子课题, 2001-2003,经费19万元。

教育部高校青年教师奖励计划,2001-2005, 经费30万元。

教育部博士点基金,5万,20022004

国家杰出青年基金,100万,20032006

973重大项目“数学机械化及其在信息领域中的应用”子课题,负责人,180万,2004--2008

中科院百人计划, 100万。

教育部博士点基金,5万,20062008

教育部与外专局“111”引智基地项目,1350万,2007-2023

T网格上样条曲面及其应用的研究,国家自然科学基金,40万,2009-2011

数学机械化及其在数字制造中的应用,973重大研究项目,600万,2009-2014.

T网格上的样条及其在几何建模与科学计算中的应用,基金委重点项目,140万,2011-2014.

稀疏优化在几何处理中的应用,基金委面上项目,50万,2016-2019.

适合分析的几何建模理论与方法,基金委面上项目,60万,2020-2023.

 

主要论著:

[1] Ye ZhengMaodong PanFalai Chen, Boundary correspondence of planar domains for isogeometric analysis based on optimal mass transport. Computer-Aided Design 114: 28-36 (2019)

[2] Maodong PanFalai Chen, Low-rank Parameterization of Volumetric Domains for Isogeometric Analysis. Computer-Aided Design 114: 82-90 (2019)

[3] Xiaoya ZhaiFalai Chen, Path Planning of a Type of Porous Structures for Additive Manufacturing. Computer-Aided Design 115: 218-230 (2019)

[4] Yisheng LaiFalai ChenXiaoran Shi, Implicitizing rational surfaces without base points by moving planes and moving quadrics. Computer Aided Geometric Design 70: 1-15 (2019)

[5] Maodong PanFalai ChenWeihua Tong, Low-rank parameterization of planar domains for isogeometric analysis. Computer Aided Geometric Design 63: 1-16 (2018)

[6] Yanjun ZhongFalai Chen, Computing medial axis transformations of 2D point clouds. Graphical Models 97: 50-63(2018)

[6] Xiaohong JiaXiaoran ShiFalai Chen, Survey on the theory and applications of μ-bases for rational curves and surfaces. J. Computational Applied Mathematics 329: 2-23 (2018)

[7] Jinlan XuHongmei Kang, Falai Chen, Content-aware image resizing using quasi-conformal mapping. The Visual Computer 34(3): 431-442 (2018)

[8] Maodong PanWeihua TongFalai Chen, Phase-field guided surface reconstruction based on implicit hierarchical B-splines. Computer Aided Geometric Design 52: 154-169(2017)

[9] Futao ZhangYan XuFalai Chen, Discontinuous Galerkin Based Isogeometric Analysis for Geometric Flows and Applications in Geometric Modeling. J. Sci. Comput.71(2): 525-546 (2017)

[10] Maodong Pan, Weihua Tong, Falai Chen, Compact implicit surface reconstruction via low-rank tensor approximation. Computer-Aided Design 78: 158-167 (2016).

[11] Yisheng Lai, Falai Chen, Implicitizing rational surfaces using moving quadrics constructed from moving planes. J. Symb. Comput. 77: 127-161 (2016).

[12] Ruimin Wang, Ligang Liu, Zhouwang Yang, Kang Wang, Wen Shan, Jiansong Deng, Falai Chen, Construction of Manifolds via Compatible Sparse Representations. ACM Trans. Graph.35(2): 14 (2016).

[13] Hongmei Kang, Falai Chen, Yusheng Li, Jiansong Deng, Zhouwang Yang: Knot calculation for spline fitting via sparse optimization. Computer-Aided Design 58: 179-188 (2015). 

[14] Hongmei Kang, Jinlan Xu, Falai Chen, Jiansong Deng, A new basis for PHT-splines. Graphical Models 82: 149-159 (2015)

[15] Ruimin Wang, Zhouwang Yang, Ligang Liu, Jiansong Deng, Falai Chen: Decoupling noise and features via weighted ?1-analysis compressed sensing. ACM Trans. Graph. 33(2): 18:1-18:12 (2014).

[16] Hongmei Kang, Falai Chen, Jiansong Deng, Hierarchical B-splines on regular triangular partitions. Graphical Models 76(5): 289-300 (2014).

[17] Weiming Wang, Tuanfeng Y. Wang, Zhouwang Yang, Ligang Liu, Xin Tong, Weihua Tong, Jiansong Deng, Falai Chen, Xiuping Liu, Cost-effective printing of 3D objects with skin-frame structures. ACM Trans. Graph. 32(6): 177:1-177:10 (2013). 

[18] Meng Wu, Jiansong Deng, Falai Chen, Dimension of spline spaces with highest order smoothness over hierarchical T-meshes. Computer Aided Geometric Design 30(1): 20-34 (2013)

[19] Hongmei Kang, Falai Chen, Jiansong Deng: Modified T-splines. Computer Aided Geometric Design 30(9): 827-843 (2013). 

[20] Jiansong Deng, Falai Chen, Liangbing Jin, Dimensions of biquadratic spline spaces over T-meshes. J. Computational Applied Mathematics 238: 68-94 (2013)

[21] Xuhui Wang, Falai Chen, Implicitization, parameterization and singularity computation of Steiner surfaces using moving surfaces. J. Symb. Comput. 47(6):733-750 (2012)

[22] Jun Wang, Zhouwang Yang, Falai Chen,A variational model for normal computation of point clouds. The Visual Computer 28(2): 163-174 (2012)

[23] Yang Liu, Weiwei Xu, Jun Wang, Lifeng Zhu, Baining Guo, Falai Chen, Guoping Wang: General planar quadrilateral mesh design using conjugate direction field. ACM Trans. Graph., vol.30(6): 140, 2011.

[24] Xin Li, Falai Chen: On the instability in the dimension of splines spaces over T-meshes. Computer Aided Geometric Design  vol.28(7): 420-426, 2011.

[25] Jun Wang, Zhouwang Yang, Liangbing Jin, Jiansong Deng, Falai Chen: Parallel and adaptive surface reconstruction based on implicit PHT-splines. Computer Aided Geometric Design  vol.28(8): 463-474, 2011.

[26] Ping Wang, Jinlan Xu, Jiansong Deng, Falai Chen: Adaptive isogeometric analysis using rational PHT-splines. Computer-Aided Design  vol.43(11): 1438-1448, 2011

[27] Li Tian, Falai Chen, Qiang Du: Adaptive finite element methods for elliptic equations over hierarchical T-meshes. J. Computational Applied Mathematics vol. 236(5): 878-891, 2011.

[28] Xiaoran Shi, Falai Chen: Computing the singularities of rational space curves. ISSAC 2010: 171-178

[29] Xin Li, Jiansong Deng, Falai Chen: Polynomial splines over general T-meshes. The Visual Computer  vol. 26(4): 277-286, 2010.

[30] Weiwei Xu, Jun Wang, KangKang Yin, Kun Zhou, Michiel van de Panne, Falai Chen, Baining Guo: Joint-aware manipulation of deformable models. ACM Trans. Graph.  Vol. 28(3), 2009.

[31] Chunlin Wu, Jiansong Deng, Falai Chen and Xuecheng Tai, Scale-space analysis of discrete filtering over arbitrary triangulated surfaces, SIAM Journal on Imaging Sciences, vol.2(2): 670-709, 2009. 

[32] Xiaohong Jia, Falai Chen and Jiansong Deng, Computing self-intersection curves of rational ruled surfaces, ComputerAidedGeometricDesign, Vol.26, No.3, 287 -- 299,2009. 

[33] Jiansong Deng, FalaiChen, Xin Li, Changqi Hu, Weihua Tong, Zhouwang Yang and Yuyu Feng, Polynomial splines over hierarchical T-meshes, GraphicalModels, Vol.74, No.4, 74--86, 2008.

[34] Xuhui Wang, FalaiChen and Jiansong Deng, Implicitization and parametrization of quadratic surfaces with one simple base point, ISSAC'2008, 31--38. 

[35] Chunlin Wu, Jiansong Deng and FalaiChen, Diffusion equations over arbitrary triangulated surfaces for filtering and texture applications, IEEETransactionsonVisualizationandComputerGraphics, Vol.14, No.3, 666--679, 2008.5/6.

[36] Xuchuan Fan, Jiansong Deng and FalaiChen, Zeros of univariate interval polynomials, JournalofComputationalandAppliedMathematics, Vol.216, No.2, 563--573, 2008.7.

[37] FalaiChen, Wenping Wang and Yang Liu , Computing singular points of plane rational curves, JournalofSymbolicComputation, Vol.43, No.2, 2008, 92-117.

[38] Liyong Shen, FalaiChen and Jiansong Deng, Implicitization and parametrization of quadratic and cubic surfaces by μ-bases, Computing, Vol.79, No.2-4, 131--142, 2007.4. 

[39] Chunlin Wu, Jiansong Deng and FalaiChen, Fast data extrapolating, JournalofComputationalandAppliedMathematics, Vol.206, No.1, 146--157, 2007.9.

[40] Jiansong Deng, FalaiChen and Yuyu Feng, Dimensions of spline spaces over T-meshes, JournalofComputationalandAppliedMathematics, Vol.194, No.2, 267--283, 2006. 

[41] Zhouwang Yang, Jiansong Deng and FalaiChen, Fitting point clouds with active implicit B-spline curves, VisualComputer (Special Issue for Pacific Graphics 2005), 21 (8-10), 831--839, 2005.

[42] FalaiChen and Wu Yang, Interval arithmetic in solving system of polynomial equations using Wu’s method, ScienceinChina, Series AVol.50, No.8, 2005, 910-921.

[43] Chunlin Wu, Jiansong Deng, Wenming Zhu and FalaiChen, Image inpainting on implicit surfaces, PacificGraphics 2005, Macau, 142—144.

[44] FalaiChen, David Cox and Yang Liu, µ-basis and implicitization of rational parametric surfaces, J. of Symbolic Computation, 39(2005), 689—706.

[45] Jiansong Deng, FalaiChen and Liyong Shen, Computing mu-bases of rational curves and surfaces using polynomial matrix factorization, Proceedings of the ISSAC'2005, Manuel Kauers ed., 2005.7, 132--139, ACM Press, USA.

[46] FalaiChen and Lin Deng, interval implicitization of rational curves, ComputerAidedGeometricDesign, 21(2004),401--415. 

[47] FalaiChen and Wu Yang, degree reduction of disk Bezier curves, ComputerAidedGeometricDesign, 21(2004), 263—380. 

[48] FalaiChen and Wenping Wang, revisiting the µ-basis of a rational ruled surface, JournalofSymbolicComputation, 36(2003), 699—716. 

[49] FalaiChen and Xing Tang, G^2 blending of corners using piecewise algebraic surfaces, Proc. of the 11th PacificGraphics, 93—101. 

[50] FalaiChen and Wenping Wang, The µ-basis of a planar rational curve—properties and computation, GraphicalModels, 64 (2003), 268—381. 

[51] FalaiChen and Wenping Wang, computing the real inflection points of cubic algebraic curves, ComputerAidedGeometricDesign, 20(2), 2003, 101—117.

[52] FalaiChen, Reparametrization of a rational ruled surface using µ-basis, ComputerAidedGeometricDesign, 20(1), 2003, 11--17. 

[53] Jiansong Deng, Yuyu Feng and FalaiChen. Best one-sided approximation of polynomials under norm, JournalofAppliedandComputationalMathematics, 144(2002), 161—174.

[54] FalaiChen and Thomas W. Sederberg, A new implicit representation of a planar rational curve with high order singularity, ComputerAidedGeometricDesign, vol.19(2002), 151—167. 

[55] Changsong Chen, FalaiChen and Yuyu Feng, Blending quadric surfaces with piecewise algebraic surfaces, GraphicalModels, vol. 63(2002), 212—227. 

[56] FalaiChen, Jianmin Zheng and Thomas W. Sederberg, The mu-basis of a rational ruled surface, ComputerAidedGeometricDesign, vol. 18(2001), 61-72.

[57] FalaiChen and Wenping Lou, Degree reduction of interval Bezier curves, ComputerAidedDesign, vol.32(2000),571-582.

[58] David Cox, Thomas W. Sederberg and FalaiChen, the mu-basis of a planar rational curve, ComputerAidedGeometricDesign, vol.15(1998),803-827. 

[59] FalaiChen, Bilinear precision of a rational Bezier surface, ComputerAidedGeometricDesign, vol. 14(1997),387-391.

[60] Guojin Wang, Thomas W. Sederberg and FalaiChen, On the convergence of polynomial approximation of rational functions, J. of Approx. Theory, vol.89 (1997),267-288.

[61] FalaiChen and Jernej Kozak, On computing zeros of a bivariate Bernstein polynomial, J. of Comput. Math., vol.14(1996),237-248.

[62] Thowas W. Sederberg and FalaiChen, Implicitization using moving curves and surfaces, Proc. of SIGGRAPH, 1995,301-308.

[63] Yuyu Feng, FalaiChen and Hongling Zhou, The invariance of weak convexity conditions of B-nets with respect to subdivision, Computer Aided Geometric Design, vol.11(1994),97-107.

[64] FalaiChen and Jernej Kozak, The intersection of a triangular Bezier patch and a plane, J. of Comput. Math., vol.12(1994),138-146.