陈发来
教授
所属大学: 中国科学技术大学
所属学院: 大数据学院
个人主页:
https://faculty.ustc.edu.cn/chenfalai/zh_CN/index/182633/list/index.htm
个人简介
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,中国工业应用数学学会几何设计与计算专委会主任 ,安徽省数学会秘书长,国务院学位委员会数学学科评审组成员,教育部高等学校数学与统计学教学指导委员会委员,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。
研究领域
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、基于稀疏优化的几何处理等。
学术兼职
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 1998 第二届ChinaGraph 图形会议,分会主持人,桂林 2000 第三届ChinaGraph 图形会议,专题主持人,杭州 2001 第六届ICYCS国际会议,杭州 2001 第七届CAD&CG国际会议, 昆明 2002 几何计算研讨班,组织者 2002 第一届几何设计与计算,青岛 2002 第二届Images and Graphics国际会议, 安徽大学 2002 第三届ChinaGraph 图形会议 2002 第二届Geometric Modeling and Processing国际会议, 日本东京 2003 第六届Asian Symposium on Computer and Mathematics, 北京 2003 第十一届Pacific Graphics国际会议, 加拿大 2004 第三届Geometric Modeling and Processing国际会议,北京 2004 第十二届Pacific Graphics国际会议, 韩国 2004 第五届ChinaGraph 图形会议,西安 2005 第二届几何设计与计算会议,程序主席,合肥 2005 第十三届Pacific Graphics国际会议, 澳门 2005 第九届CAD&CG国际会议, 香港 2006 第六届ChinaGraph 图形会议,杭州 2006 第四届Geometric Modeling and Processing国际会议, 美国 2006 第十四届Pacific Graphics国际会议, 台北 2006 Shape Modelling and Processing国际会议,英国 2007 第十五届Pacific Graphics国际会议, 美国 2008 第四届Geometric Modeling and Processing国际会议, 程序主席,杭州 2009 第十七届Pacific Graphics国际会议,韩国 2010,第六届 Geometric Modelling and Processing国际会议,西班牙 2010, Syposium of Solid and Physical Modeling国际会议,以色列 2011,Geometric and Phyiscal Modeling (GD/SPM11)国际会议,美国 2012,第七届Geometric Modelling and Processing国际会议,中国,大会共同主席 2014,第八届Geometric Modelling and Processing国际会议,新加坡 2015,第二十三届Pacific Graphics国际会议,中国 2015,第九届 Geometric Modelling and Processing 国际会议,瑞士, 大会程序委员会共同主席 2016,第十届 Geometric Modelling and Processing国际会议,美国
近期论文
[1] Maodong Pan, Weihua Tong, Falai Chen, Compact implicit surface reconstruction via low-rank tensor approximation. Computer-Aided Design 78: 158-167 (2016). [2] Yisheng Lai, Falai Chen, Implicitizing rational surfaces using moving quadrics constructed from moving planes. J. Symb. Comput. 77: 127-161 (2016). [3] 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). [4] 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). [5] Hongmei Kang, Jinlan Xu, Falai Chen, Jiansong Deng, A new basis for PHT-splines. Graphical Models 82: 149-159 (2015) [6] 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). [7] Hongmei Kang, Falai Chen, Jiansong Deng, Hierarchical B-splines on regular triangular partitions. Graphical Models 76(5): 289-300 (2014). [8] 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). [9] 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) [10] Hongmei Kang, Falai Chen, Jiansong Deng: Modified T-splines. Computer Aided Geometric Design 30(9): 827-843 (2013). [11] Jiansong Deng, Falai Chen, Liangbing Jin, Dimensions of biquadratic spline spaces over T-meshes. J. Computational Applied Mathematics 238: 68-94 (2013) [12] Xuhui Wang, Falai Chen, Implicitization, parameterization and singularity computation of Steiner surfaces uGeometric Design vol.28(7): 420-426, 2011. [16] 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. [17] Ping Wang, Jinlan Xu, Jiansong Deng, Falai Chen: Adaptive isogeometric analysis using rational PHT-splines. Computer-Aided Design vol.43(11): 1438-1448, 2011 [18] 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. [19] Xiaoran Shi, Falai Chen: Computing the singularities of rational space curves. ISSAC 2010: 171-178 [20] Xin Li, Jiansong Deng, Falai Chen: Polynomial splines over general T-meshes. The Visual Computer vol. 26(4): 277-286, 2010. [21] 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. [22] 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. [23] Xiaohong Jia, Falai Chen and Jiansong Deng, Computing self-intersection curves of rational ruled surfaces, ComputerAidedGeometricDesign, Vol.26, No.3, 287 -- 299,2009. [24] 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. [25] Xuhui Wang, FalaiChen and Jiansong Deng, Implicitization and parametrization of quadratic surfaces with one simple base point, ISSAC'2008, 31--38. [26] 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. [27] Xuchuan Fan, Jiansong Deng and FalaiChen, Zeros of univariate interval polynomials, JournalofComputationalandAppliedMathematics, Vol.216, No.2, 563--573, 2008.7. [28] FalaiChen, Wenping Wang and Yang Liu , Computing singular points of plane rational curves, JournalofSymbolicComputation, Vol.43, No.2, 2008, 92-117. [29] 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. [30] Chunlin Wu, Jiansong Deng and FalaiChen, Fast data extrapolating, JournalofComputationalandAppliedMathematics, Vol.206, No.1, 146--157, 2007.9. [31] Jiansong Deng, FalaiChen and Yuyu Feng, Dimensions of spline spaces over T-meshes, JournalofComputationalandAppliedMathematics, Vol.194, No.2, 267--283, 2006. [32] 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. [33] FalaiChen and Wu Yang, Interval arithmetic in solving system of polynomial equations using Wu’s method, ScienceinChina, Series A,Vol.50, No.8, 2005, 910-921. [34] Chunlin Wu, Jiansong Deng, Wenming Zhu and FalaiChen, Image inpainting on implicit surfaces, PacificGraphics 2005, Macau, 142—144. [35] FalaiChen, David Cox and Yang Liu, µ-basis and implicitization of rational parametric surfaces, J. of Symbolic Computation, 39(2005), 689—706. [36] 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. [37] FalaiChen and Lin Deng, interval implicitization of rational curves, ComputerAidedGeometricDesign, 21(2004),401--415. [38] FalaiChen and Wu Yang, degree reduction of disk Bezier curves, ComputerAidedGeometricDesign, 21(2004), 263—380. [39] FalaiChen and Wenping Wang, revisiting the µ-basis of a rational ruled surface, JournalofSymbolicComputation, 36(2003), 699—716. [40] FalaiChen and Xing Tang, G^2 blending of corners using piecewise algebraic surfaces, Proc. of the 11th PacificGraphics, 93—101. [41] FalaiChen and Wenping Wang, The µ-basis of a planar rational curve—properties and computation, GraphicalModels, 64 (2003), 268—381. [42] FalaiChen and Wenping Wang, computing the real inflection points of cubic algebraic curves, ComputerAidedGeometricDesign, 20(2), 2003, 101—117. [43] FalaiChen, Reparametrization of a rational ruled surface using µ-basis, ComputerAidedGeometricDesign, 20(1), 2003, 11--17. [44] Jiansong Deng, Yuyu Feng and FalaiChen. Best one-sided approximation of polynomials under norm, JournalofAppliedandComputationalMathematics, 144(2002), 161—174. [45] FalaiChen and Thomas W. Sederberg, A new implicit representation of a planar rational curve with high order singularity, ComputerAidedGeometricDesign, vol.19(2002), 151—167. [46] Changsong Chen, FalaiChen and Yuyu Feng, Blending quadric surfaces with piecewise algebraic surfaces, GraphicalModels, vol. 63(2002), 212—227. [47] FalaiChen, Jianmin Zheng and Thomas W. Sederberg, The mu-basis of a rational ruled surface, ComputerAidedGeometricDesign, vol. 18(2001), 61-72. [48] FalaiChen and Wenping Lou, Degree reduction of interval Bezier curves, ComputerAidedDesign, vol.32(2000),571-582. [49] David Cox, Thomas W. Sederberg and FalaiChen, the mu-basis of a planar rational curve, ComputerAidedGeometricDesign, vol.15(1998),803-827. [50] FalaiChen, Bilinear precision of a rational Bezier surface, ComputerAidedGeometricDesign, vol. 14(1997),387-391. [51] 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. [52] FalaiChen and Jernej Kozak, On computing zeros of a bivariate Bernstein polynomial, J. of Comput. Math., vol.14(1996),237-248. [53] Thowas W. Sederberg and FalaiChen, Implicitization using moving curves and surfaces, Proc. of SIGGRAPH, 1995,301-308. [54] 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. [55] FalaiChen and Jernej Kozak, The intersection of a triangular Bezier patch and a plane, J. of Comput. Math., vol.12(1994),138-146.