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个人简介

蔺宏伟,男,博士,教授,博士生导师。1996年于浙江大学应用数学系获学士学位,后在国有大型企业工作三年。2004年于浙江大学数学系获博士学位。自2004年至今,在浙江大学数学系和CAD&CG国家重点实验室工作。曾赴香港科技大学,美国Brigham Young University,香港中文大学和日本国立横滨大学进行访问和合作研究。主持国家自然科学基金3项,参与973项目与国家基金重点项目各一项。近年来,从事计算机图形学,曲线曲面造型方面的研究。在国内外著名期刊如TOG, TVCG, CAD,CAGD,VC,C&G,CMA,中国科学等发表或录用论文60余篇。曾获得2014年度陆增镛CAD&CG高科技一等奖,2013年度国家自然科学二等奖,2008年度教育部自然科学一等奖,2006年度计算机学会优秀博士学位论文提名奖,及2005年度浙江省优秀博士学位论文。 学术荣誉: 2014 陆增镛CAD&CG高科技一等奖 2013 国家自然科学二等奖 (排名第五) 2008 教育部自然科学一等奖 (排名第五) 2006 中国计算机学会优秀博士学位论文提名奖 2005 浙江省优秀博士学位论文 教学与课程 微积分 数学前沿讨论 计算机图形学 科研 1. 国家自然科学基金,“曲面上曲线设计与构造理论及其应用研究”, 2006.01~2008.12, 批准号: 60503057, 项目负责人。 2. 国家自然科学基金,“多张裁剪曲面拼接模型的水密融合”,2010.01~2012.12,批准号:60970150,项目负责人。 3. 浙江省自然科学基金,“网格模型的自适应分割与识别”,2010.01~2011.12,批准号:Y1090416,项目负责人。 4. 国家自然科学基金重点项目,“三维数据表示的理论和关键技术”,2010.01~2013.12,批准号:60933008,参与。 5. 北京水晶石数字科技有限公司项目,建筑曲面离散技术与实现,2010.08~2011.08 6. 国家自然科学基金, “复杂约束下几何信息驱动的迭代方法及其应用”, 2014.01~2017.12, 批准号: 61379072, 项目负责人。 奖励荣誉 2014 陆增镛CAD&CG高科技一等奖 2013 国家自然科学二等奖 (排名第五) 2008 教育部自然科学一等奖 (排名第五) 2006 中国计算机学会优秀博士学位论文提名奖 2005 浙江省优秀博士学位论文

研究领域

基于深度学习的几何处理方法 拓扑数据分析 计算机辅助几何设计

近期论文

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1.Hongwei Lin,Takashi Maekawa,Chongyang Deng.Survey on geometric iterative methods and their applications.Computer-Aided Design,95,40-51,2018 2.Hongwei Lin,Jingning Zhang,Chenkai Xu.Diffusion curves with diffusion coefficients.Computational Visual Media,4(2),149-160,2018 3.Zihao Wang,Hongwei Lin,Chenkai Xu.Data driven composite shape descriptor design for shape retrieval with a VoR-Tree.Applied Mathematics,A Journal of Chinese University,33(1),88-106,2018 4.王晶,蔺宏伟,王潇,卢兴江.Catmull-Clark细分曲面的正则性.计算机辅助设计与图形学学报,28(9):1401-1409,2016 5.简群,蔺宏伟,曹琦,卢兴江.平面n边域上高品质四边网格生成方法.计算机辅助设计与图形学学报,28(11):1811-1820,2016 6.Lin Hongwei,Wang Zihao,Feng Panpan,Lu Xingjiang,and Yu Jinhui.A computational model of topological and geometric recovery for visual curve completion.Computational Visual Media,2(4):329-342,2016 7.Hongwei Lin,Sinan Jin,Hongwei Liao,Qun Jian.Quality guaranteed all-hex mesh generation by a constrained volume iterative fitting algorithm.Computer-Aided Design,67-68,107-117,2015.10. 8.Hongwei Lin,Jin Sinan,Hu Qianqian,Liu Zhenbao.Constructing B-spline solids from tetrahedral meshes for isogeometric analysis.Computer Aided Geometric Design,35-36,109-120,2015. 9.Hongwei Lin,Linjie Sun.Searching globally optimal parameter sequence for defeating Runge phenomenon by immunity genetic algorithm.Applied Mathematics and Computation,264,85-98,2015.8. 10.Liu,Z.,Xie,C.,Bu,S.,Wang,X.,Han,J.,Lin,H.,Zhang,H.Indirect shape analysis for 3D shape retrieval.Computers&Graphics,46,110-116,2015. 11.Bu,S.,Han,P.,Liu,Z.,Han,J.,Lin,H.Local deep feature learning framework for 3D shape.Computers&Graphics,46,117-129,2015. 12.蔺宏伟.几何迭代法及其应用综述.计算机辅助设计与图形学学报,27(4),582-589,2015. 13.Hongwei Lin,Yunyang Xiong,Hongwei Liao.Semi-structured B-spline for blending two B-spline surfaces.Computers and Mathematics with Applications,68(7),706–718,2014.10. 14.Yunyang Xiong,Hongwei Lin.On the set of equations representing a Bézier curve and its applications.Journal of Information and Computational Science,11(9),2835-2845,2014.6 15.Panpan Feng,Hongwei Lin,Jinhui Yu.Generating path on mesh by projecting.Journal of Information and Computational Science,11(9),2983-2992,2014.6. 16.Hongwei Lin,Yang Qin,Hongwei Liao,Yunyang Xiong.Affine Arithmetic Based B-spline Surface Intersection with GPU Acceleration.IEEE Transactions on Visualization and Computer Graphics,20(2),172-181,2014.2 17.Chongyang Deng,Hongwei Lin.Progressive and iterative approximation for least squares B-spline curve and surface fitting.Computer-Aided Design,47,32-44,2014.2. 18.Hongwei Lin,Zhiyu Zhang.An efficient method for fitting large data sets using T-splines.SIAM Journal on Scientific Computing,35(6),A3052-A3068,2013.12. 19.Hongwei Lin,Qianqian Hu,Yunyang Xiong.Consistency and convergence properties of the isogeometric collocation method.Computer Methods in Applied Mechanics and Engineering,267,471–486,2013.12. 20.Hongwei Lin.Adaptive Fitting by the Progressive-iterative Approximation.Computer Aided Geometric Design,29(7),463-473,2012. 21.Y.Kineri,M.Wang,Hongwei Lin,Takashi Maekawa.B-spline surface fitting by iterative geometric interpolation/approximation algorithms.Computer-Aided Design,44(7),697-708,2012. 22.Hongwei Lin,Ye Cai,Shuming Gao.Extended T-mesh and Data Structure for the Easy Computation of T-spline.Journal of Information and Computational Science,9(3),583-593,2012. 23.S.Okaniwa,A.Nasri,Hongwei Lin,A.Abbas,Y.Kineri,T.Maekawa.Uniform B-spline Curve Interpolation with Prescribed Tangent and Curvature Vectors.IEEE Transactions on Visualization and Computer Graphics,18(9),1474-1487,2012. 24.Chuhua Xian,Hongwei Lin,Shuming Gao.Automatic cage generation by improved OBBs for mesh deformation.The Visual Computer,28(1),21-33,2012. 25.Honwei Lin,Yu Zhao.Variational progressive-iterative approximation for fairing curve and surface generation.In Proceedings of Computer-Aided Design and Computer Graphics’2011,258-261,Jinan,China,2011. 26.Hongwei Lin,Yu Zhao.The PIA Property of Low Degree Non-uniform Triangular B-B Patches.In Proceedings of Computer-Aided Design and Computer Graphics’2011,239-243,Jinan,China,2011. 27.赵宇,蔺宏伟,鲍虎军.细分曲面拟合的局部渐进插值方法.计算机研究与发展,49(8),1699-1707,2012. 28.赵宇,蔺宏伟.基于PIA的B-spline曲面实时交互修改方法.计算机辅助设计与图形学学报,23(11),2013-2018,2011.(第五届全国几何设计与计算会议) 29.秦阳,蔺宏伟,冼楚华,高曙明.基于GPU和区间分析的隐式曲面绘制和网格化.计算机辅助设计与图形学学报,23(5),763-770,2011. 30.Hongwei Lin,Zhiyu Zhang.An extended iterative format for the progressive-iteration approximation.Computers&Graphics,35(5),967-975,2011. 31.Dong Xiao,Hongwei Lin,Chuhua Xian,Shuming Gao.CAD mesh model segmentation by clustering.Computers&Graphics,35(3),685-691,2011 32.Sederberg T.W.,Hongwei Lin,Xin Li.Curvature of singular Bézier curves and surfaces.Computer Aided Geometric Design,28(4),233-244,2011. 33.Feifei Wei,Jieqing Feng,Hongwei Lin.GPU-based parallel solver via the Kantorovich theorem for the nonlinear Bernstein polynomial systems.Computers&Mathematics with Applications 62(6):2506-2517,2011 34.Hongwei Lin.Local progressive-iterative approximation format for blending curves and patches.Computer Aided Geometric Design,27(4),322-339,2010. 35.Hongwei Lin.The convergence of the geometric interpolation algorithm.Computer-Aided Design,42(6),505-508,2010. 36.Dengfeng Chai,Hongwei Lin,Qunsheng Peng.Bisection approach for pixel labelling problem.Pattern Recognition 43,1826–1834,2010. 37.Shuming Gao,Wei Zhao,Hongwei Lin,Fanqin Yang,Xiang Chen.Feature suppression based CAD mesh model simplification.Computer-Aided Design,42(12),1178-1188,2010. 38.Hongwei Lin,Yunbo Zhang,Charlie C.L.Wang,and Shuming Gao,Flattenable mesh processing by controllable Laplacian evolution,ASME IDETC/CIE 2010 Conference,30th Computers and Information in Engineering Conference,Montreal,Quebec,Canada,August 15-18,2010. 39.Chuhua Xian,Hongwei Lin,Shuming Gao.Automatic generation of coarse bounding cages from dense meshes.IEEE International Conference on Shape Modeling and Applications 2009,pp.21-27. 40.Hongwei Lin.On the derivative formula of a rational Bezier curve at a corner.Applied Mathematics and Computation,210(1),197-201,2009. 41.Wei Zhao,Shuming Gao,Yusheng Liu,Hongwei Lin.Poisson based reuse of freeform features with NURBS representation.Computers in Industry,60(1),64-74,2009. 42.Youdu Huang,Huaming Su,Hongwei Lin.A Simple Method for Approximating Rational Bezier Curve Using Bezier Curves.Computer Aided Geometric Design,25(8),697-699,2008. 43.Thomas W.Sederberg,G.Thomas Finnigan,Xin Li,Hongwei Lin,Heather Ipson.Watertight trimmed NURBS.ACM Transactions on Graphics,27(3),2008. 44.Hongwei Lin,Wei Chen,Hujun Bao.Adaptive Patch-based Mesh Fitting in Reverse Engineering.Computer-Aided Design.39(12),1134-1142,2007.12 45.Hongwei Lin,Kai Tang,Ajay Joneja,Hujun Bao.Generating strictly non-self-overlapping structured quadrilateral grids.Computer-Aided Design.39(9),709-718,2007.9. 46.Junsong,Zhang,Jinhui Yu,Hongwei Lin.Capturing character contours from images of ancient Chinese calligraphy.In Proceeddings of 2nd International Workshop on Digital Media and its Application in Museum and Heritage,Chongqing,China,36-41,2007.12. 47.Wei Zhao,Shuming Gao,Hongwei Lin.A Robust Hole-Filling Algorithm for Triangular Mesh.The Visual Computer,23(12),987-997,2007.12. 48.Junsong Zhang,Hongwei Lin,Jinhui Yu.A novel method for vectorizing historical documents of Chinese calligraphy.In Proceedings of 10th International Conference on Computer-Aided Design and Computer Graphics,Beijing,China,219-224,2007.10. 49.Hongwei Lin,Guojin Wang,Ligang Liu,Hujun Bao.Parameterization for Fitting Triangular Mesh.Progress in Natural Science,16(11),1214-1221,2006.11. 50.Huahao Shou,Hongwei Lin,Ralph Martin,Guojin Wang.Modified Affine Arithmetic in Tensor Form for Trivariate Polynomial Evaluation and Algebraic Surface Plotting.Journal of Computational and Applied Mathematics,195(1-2),155-171,2006.9. 51.蔺宏伟,王青,鲍虎军.Bézier曲线曲面正则性的判别条件.软件学报,17(3),516-524,2006.3. 52.Hongwei Lin,Hujun Bao.Regular Bezier curve:Some geometric conditions and a necessary and sufficient condition.In Proceedings of 9th International Conference on Computer Aided Design and Computer Graphics,Hongkong,China,52-57,2005.12. 53.Hongwei Lin,Wei Chen,Guojin Wang.Curve Reconstruction Based on an Interval B-spline Curve.The Visual Computer,21(6),418-427,2005.6 54.Hongwei Lin,Hujun Bao,Guojin Wang.Totally Positive Bases and Progressive Iteration Approximation.Computers and Mathematics with Applications,50(3-4),575-586,2005.4. 55.Hongwei Lin,Guojin Wang,Chenshi Dong.Constructing Iterative Non-Uniform B-spline Curve and Surface to Fit Data Points.SCIENCE IN CHINA,Series F,47(3),315-331,2004.3. 56.Hongwei Lin,C.L.Tai,Guojin Wang.A Mesh Reconstruction Algorithm Driven by Intrinsic Property of Point Cloud.Computer-Aided Design,36(1),1-9,2004.1. 57.蔺宏伟,王国瑾.三维带符号欧氏距离变换及其应用.计算机学报,26(12),1645-1651,2003.12. 58.Huahao Shou,Hongwei Lin,Martin R.,Guojin Wang.Modified affine arithmetic is more accurate than centered interval arithmetic or affine arithmetic.In Proceedings of 10th IMA Conference on the Mathematics of Surfaces,LECTURE NOTES IN COMPUTER SCIENCE,Leeds,England,355-365,2003.9. 59.蔺宏伟,王国瑾.光滑曲面上的G1插值曲线.计算机辅助设计与图形学学报,15(5),541-546,2003.5. 60.Hongwei Lin,Ligang Liu,Guojin Wang.Boundary Evaluation for Interval Bézier Curve.Computer-Aided Design,34(9),637-646,2002.9.

学术兼职

中国工业与应用数学学会几何设计与计算专业委员会常务委员,中国计算机学会计算机辅助设计与图形学专业委员会委员。

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