个人简介
康红梅，2005年进入吉林大学数学学院进行本科学习，2009年毕业后进入中国科学技术大学数学学院攻读博士，2014年获得博士学位, 导师为陈发来教授。2016年3月至2017年3月在意大利国家研究所CNR-IMATI从事博士后研究，合作导师为2015年Collatz奖获得者Annalisa Buffa。主要研究领域为计算机辅助几何设计(CAGD)、几何建模、样条函数逼近、图像处理等。近年来开始关注机器学习，主要研究兴趣是借助于深度学习技术解决传统CAGD和几何建模中的问题。
教育经历
- 2005.9-2009.9,信息与计算科学,吉林大学,学士
- 2009.9-2014.6,计算数学,中国科学技术大学,博士
工作经历
- 2014.8-2017.8,中国科学技术大学,博士后
- 2016.3-2017.3,意大利国家研究所,博士后
- 2017.8-至今,www.优德88.cpm ,副教授
研究领域
计算机辅助几何设计
计算机图形学
应用逼近论
深度学习
开授课程
- 1、数据科学概论,本科生
- 2、计算几何基础,研究生
论文
- 1、A new method to design cubic Pythagorean-hodograph spline curves with control polygon,Communications in Mathematics and Statistics,SCI,2019,Hongmei Kang,Xin Li,Xin Li,7/363-381
- 2、Computing IGA-suitable Planar Parameterizations by PolySquare-enhanced Domain Partition,Computer Aided Geometric Design,SCI,2018,Shiwei Xiao,Xiaoming Fu,Hongmei Kang,Hongmei Kang Xiaoming Fu,62/29-43
- 3、de Boor-like evaluation algorithm for Analysis-suitable T-splines,Graphical Models,SCI,2019,Hongmei Kang,Xin Li,Xin Li,106
- 4、 Knot calculation for spline fitting based on the unimodality property,Computer Aided Geometric Design,SCI,2019,JiaqiLuo,Hongmei Kang,ZhouwangYang,Hongmei Kang,73/54-69
- 5、An economical representation of PDE solution by using compressive sensing approach,Computer-Aided Design ,SCI,2019, Hongmei Kang,Ming-Jun Lai,Xin Li,Xin Li,115/78-86
- 6、A new basis for PHT-splines,Graphical Models,SCI,2015,Hongmei Kang,Falai Chen,Falai Chen,82/149-159
- 7、Knot calculation for spline fitting via sparse optimization,Computer-Aided Design,SCI,2015,Hongmei Kang,Falai Chen,Falai Chen,58/179-188
- 8、ModifiedT-splines,Computer Aided Geometric Design,SCI,2013,Hongmei Kang,Falai Chen,Falai Chen,30/827-843
- 9、Truncated Hierarchical Loop Subdivision Surfaces and application in isogeometric analysis,Computers and Mathematics with Applications,SCI,2016,Hongmei Kang,Xin Li,Xin Li,72/2041-2055
- 10、Hierarchical B-splines on regular triangular partitions,Graphical Models,SCI,2014,Hongmei Kang,Falai Chen,Falai Chen,76/289-300
- 11、Content-aware image resizing using quasi-conformal mapping,Visual Computer,SCI,2017,Jinlan Xu,Hongmei Kang,Falai Chen,34/431-442
- 12、The Unimodality of Initial B-spline Approximations in Spline Fitting,communications in mathematics and statistics,SCI,2021,Zhiguo Yong,Hongmei Kang
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