王博伦
王博伦

助理研究员

个人简介

王博伦(Bolun Wang),自2026年起在中国科学院自动化研究所担任助理研究员。此前,我于2024年至2026年在德国亚琛工业大学从事博士后研究,于2022年至2024年在阿卜杜拉国王科技大学(KAUST)可视计算中心从事博士后研究。

我于2022年获得北京航空航天大学基础数学博士学位,于2016年获得该校数学(信息与计算科学)学士学位,曾于2019年至2020年在纽约大学科朗数学科学研究所进行访问学习。我的研究方向包括计算机图形学、计算机辅助设计、几何建模和离散微分几何。

联系方式:bolun.wang@ia.ac.cn。

研究兴趣
  • 计算机图形学
  • 计算机辅助设计
  • 几何建模
  • 离散微分几何
教育背景
  • 基础数学博士

    北京航空航天大学

  • 访问学生

    纽约大学科朗数学科学研究所

  • 数学(信息与计算科学)学士

    北京航空航天大学

工作经历
  • 助理研究员

    中国科学院自动化研究所

    2026年至今

  • 博士后研究员

    亚琛工业大学

    2024–2026年

  • 博士后研究员

    阿卜杜拉国王科技大学(KAUST)

    2022–2024年

代表性论文
近期论文
(2026). Unlocking Euclidean problems with isotropic initialization. Computer Aided Geometric Design 129 (2026), Article 102593.
(2025). Boolean Operation for CAD Models Using a Hybrid Representation. ACM Trans. Graph. 44, 4, Article 114 (July 2025), 17 pages..
(2025). Improving the Watertightness of Parametric Surface/Surface Intersection. Computer Graphics Forum. 2025: e70298..
(2024). Computational design of asymptotic geodesic hybrid gridshells via propagation. Computer-Aided Design, 178, 103800.
(2023). Rectifying Strip Patterns. ACM Trans. Graph. 42, 6, Article 256 (December 2023), 18 pages..
(2023). An integrated trajectory smoothing method for lines and arcs mixed toolpath based on motion overlapping strategy. Journal of Manufacturing Processes 95, 242-265.
(2023). A novel feed rate scheduling method with acc-jerk-continuity and round-off error elimination for non-uniform rational B-spline interpolation. Journal of Computational Design and Engineering 10 (1), 294-317.
(2022). Key-Point Interpolation: A Sparse Data Interpolation Algorithm based on B-splines. Journal of Physics: Conference Series 2068 (1), 012010.
(2022). Asymmetrical Pythagorean-hodograph spline-based $C^4$ continuous local corner smoothing method with jerk-continuous feedrate scheduling along linear toolpath. The International Journal of Advanced Manufacturing Technology 121 (9), 5731-5754.
(2022). Fast and Exact Root Parity for Continuous Collision Detection. Computer Graphics Forum 41 (2), 355-363.
(2022). Scattered points interpolation with globally smooth b-spline surface using iterative knot insertion. Computer-Aided Design 148, 103244.
(2022). A novel feedrate scheduling method based on Sigmoid function with chord error and kinematic constraints. The International Journal of Advanced Manufacturing Technology, 1-22.
(2021). A Large-scale Benchmark and an Inclusion-based Algorithm for Continuous Collision Detection. ACM Transactions on Graphics (TOG) 40 (5), 1-16.
(2021). Time of Impact Dataset for Continuous Collision Detection and a Scalable Conservative Algorithm. arXiv:2112.06300.
(2020). Exact and efficient polyhedral envelope containment check. ACM Trans. Graph. 39 (4), 114.
(2020). Fast Tetrahedral Meshing in the Wild. ACM Trans. Graph. 39, 4, Article 117 (August 2020), 18 pages..
(2020). A fast T-spline fitting method based on efficient region segmentation. Computational and Applied Mathematics 39 (2), 55.
(2019). A Physical Process Driven Digital Terrain Model Generating Method Based on D-NURBS. IEEE Access 8, 3115-3122.
(2019). A Novel Differential System Construction Method for Complex Surface Based on Aerodynamic Design . 2019 International Conference on Computer Science, Communications and Big Data (CSCBD 2019).
(2018). A Novel Coarse-to-fine Registration for 3D Point Cloud Based on Feature Points. 2018 3rd International Conference on Computational Modeling, Simulation and Applied Mathematics (CMSAM 2018).
(2018). A slicing algorithm based on virtual edge for 3D printing. 2018 3rd International Conference on Electrical, Automation and Mechanical Engineering (EAME 2018).
(2017). Coordinate Basis Transformation Based Linearisation Method for Ordinary Differential Equations. Proceedings of the 2017 International Conference on Applied Mathematics, Modeling and Simulation (AMMS 2017).
(2017). A tool path generation method for sculptured surface based on the vector field of maximum strip width. 2017 2nd International Conference on Electrical, Automation and Mechanical Engineering (EAME 2017).
(2017). Linear ODE Based Geometric Modelling for Compressor Blades. 2017 2nd International Conference on Electrical, Automation and Mechanical Engineering (EAME 2017).
学术报告