王旭辉 群众
最后学位:中国科学技术大学理学博士
岗位职称:教授
研究领域:计算几何、统计计算
教学课程:计算机辅助几何设计、数理统计
办公室:位育楼
Email: xhw@nau.edu.cn
通讯地址:南京市浦口区雨山西路86号
邮 编:211815
工作简历
2009.03 – 2020.09, 合肥工业大学
2012.08 – 2013.08, Rice University (博士后访问)
2014.09 – 2014.12, Brigham Young University (博士后访问)
主持参与课题:
主持课题
国家自然科学基金面上项目,61772167,双有理映射理论及相关自由变形方法,2018/01-2021/12,在研;
国家自然科学基金青年项目,11301131,四元数有理曲线曲面的构造与应用,2014/01-2016/12,结题;
国家自然科学基金天元项目,11126198,基于合冲模的有理曲面隐式化,2012/01-2012/12,结题;
高等学校博士学科点专项科研新教师基金, 20100111120001,曲面奇点的检测与计算及其在几何造型中的应用,2011/01-2013.12,结题;
参加课题
安徽省自然科学基金面上项目,1608085QA14,等几何分析中样条的性质研究及应用,2016/07-2018/06,结题;
国家自然科学基金面上项目,61272024,超限插值曲面造型的连分式方法与光滑拼接研究,2013/01-2016/12,结题;
发表论文:
Qian Ni, Jiansong Deng, Xuhui Wang*, An Adaptive Collocation Method with Weighted Extended PHT-Splines, Journal of Systems Science and Complexity, https://doi.org/10.1007/s11424-020-9390-7, 2020.
Qian Ni, Xuhui Wang, Jiansong Deng, Modified basis functions for MPHT-splines, Journal of Computational and Applied Mathematics, Volume 375, https://doi.org/10.1016/j.cam.2020.112817, 2020.
Qian Ni, Xuhui Wang, Jiansong Deng, Modified PHT-splines, Computer Aided Geometric Design, Volume 73, Pages 37-53, 2019.
Meng Wu, Xuhui Wang, A H1-integrability condition of surfaces with singular parametrizations in isogeometric analysis, Computer Methods in Applied Mechanics and Engineering, 332, 15, pp 136-156, 2018.
Xuhui Wang, Ron Goldman, Thomas W. Sederberg, Explicit μ-bases for conic sections and planar rational cubic curves,Computer Aided Geometric Design, Volume 41, Pages 62-75, 2016.
Ron Goldman, Xuhui Wang*, Two additional advantages of complex μ-bases for non-ruled real quadric surfaces, Computer Aided Geometric Design, Volume 42, Pages 31-33, 2016.
Thomas W. Sederberg, Ronald N. Goldman, Xuhui Wang, Birational 2D Free-Form Deformation of degree 1×n, Computer Aided Geometric Design, Volume 44, 1-9, 2016.
Ron Goldman, Thomas W. Sederberg, Xuhui Wang, Complex mu-bases for real quadric surfaces, Computer Aided Geometric Design, 37, pp 57-68, 2015.
Xuhui Wang, Ron Goldman, Quaternion rational surfaces: Rational surfaces generated from the quaternion product of two rational space curves, Graphical Models, 29(7), pp 541-554, 2014.
Xuhui Wang, Ron Goldman, μ-Bases for complex rational curves, Computer Aided Geometric Design, 30(7), pp 623-635, 2013.
Xuhui Wang, Falai Chen, Implicitization, parameterization and singularity computation of Steiner surfaces using moving surfaces, Journal of Symbolic Computation, 47(6), pp 733-750, 2012.
Xiaoran Shi, Xuhui Wang, Ron Goldman, Using μ-bases to implicitize rational surfaces with a pair of orthogonal directrices, Computer Aided Geometric Design, 29, pp 541-554, 2012.
Xuhui Wang, Falai Chen, Jiansong Deng, Implicitization and parametrization of quadratic surfaces with one simple base point, ISSAC'2008, 31--38, 2008.