陈伟锋

[1]人工智能技术在考古艺术领域的应用实证研究，进行，陈伟锋,方林聪,张林,涂乐,刘亚楠

[2]多层次宏观脑网络可视分析研究项目合作协议，完成，陈伟锋

[3]多源时空数据融合的关联建模和可视分析方法研究，完成，2021年度浙江省自然科学基金一般项目，陈伟锋,阳诚砖,刘芳,方林聪,张欣隆,张展达

[4]不确定性可视分析关键技术研究，完成，国家自然科学基金委，陈伟锋,张郑芳,冯小青,陈琰宏,王凌武,王娜,李宁

[1]张郑芳,张庆侠,李婵,陈伟锋. Dielectric Boundary Force for the Minimization of the Mean-Field Electrostatic Free-Energy Functional Including the Ionic Size Effect，International Journal of Computational Methods，21(09)：2024-11-01

[2]陈伟锋,时磊,陈为. A Survey of Macroscopic Brain Network Visualization Technology，Chinese Journal of Electronics，Vol.27, No.5,889-899：2018-09-01

[3]张郑芳,陈伟锋. An approach for maximizing the smallest eigenfrequency of structure vibration based on piecewise constant level set method，Journal of Computational Physics，卷361 页377-390：2018-05-15

[4]陈伟锋,陈为,陈海东,张郑芳,屈华民. An Energy-saving Color Scheme for Direct Volume Rendering，Computers ＆ Graphics，54(0), 57-64：2016-02-01

[5]夏佳志,叶奋进,陈为,王雨思,陈伟锋,马昱新,Tung, Anthony K. H.. LDSScanner: Exploratory Analysis of Low-Dimensional Structures in High-Dimensional Datasets，IEEE TRANSACTIONS ON VISUALIZATION AND COMPUTER GRAPHICS：2018-01-01

[6]张郑芳,董燕强,陈伟锋. A Non-Ersatz Material Approach for the Topology Optimization of Elastic Structures Based on Piecewise Constant Level Set Method，COMMUNICATIONS IN COMPUTATIONAL PHYSICS，卷: 30 期: 5 页: 1370-1389：2021-11-01

[7]潘波,卢佳盈,李浩轩,陈伟锋,王一尧,朱闽锋,喻晨昊,陈为. Differentiable Design Galleries: A Differentiable Approach to Explore the Design Space of Transfer Functions，IEEE Transactions on Visualization and Computer Graphics，30(1):1369-1379：2024-01-01

[8]张庆侠,张郑芳,贺明艳,邵新平,陈伟锋. The Dielectric Boundary Force in Molecular Solvation of the Generalized Poisson-Boltzmann Equation with Ionic Sizes，International Journal of Computational Methods，20(4):2250060：2023-05-01

[9]张郑芳,戴晓霞,陈伟锋. A piecewise constant level set method for damage identification of continuum structures based on natural frequencies，Structural and Multidisciplinary Optimization，(2019)60, pages2477–2491：2019-12-31

[10]张郑芳,陈伟锋. An approach for topology optimization of damping layer under harmonic excitations based on piecewise constant level set method，Journal of Computational Physics，Volume 390, Pages 470-489：2019-08-01

[1]算法设计与分析

[2]可视化数据分析