南京航空航天大学主页平台管理系统孔旺--中文主页--论文成果

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孔旺 ( 讲师 ) 赞
的个人主页 http://faculty.nuaa.edu.cn/kongwang/zh_CN/index.htm
讲师硕士生导师
招生学科专业：
应用统计 -- 【招收硕士研究生】 -- 数学学院
数学 -- 【招收硕士研究生】 -- 数学学院

论文成果当前位置: 中文主页 >> 科学研究 >> 论文成果

[1] 王序然,孔旺.一类时间分数阶电报方程解的初始奇异性:应用数学进展,2026,15(2):34-44
[2] 许先粮,李野,黄忠亿,毛嘉恒,孔旺.Fast Convergence of Natural Gradient Descent for Over-parameterized Physics-Informed Neural Netwo...:The Fourteenth International Conference on Learning Representations,2026
[3] 孔旺,,黄忠亿.The tailored finite point scheme based on the flux conservation for the singularly perturbed eig....[J]:Journal of Computational Physics,2026,549:114628
[4] Xianliang Xu,Ye Li,Ting Du,Wang Kong,Bin Shan,Zhongyi Huang.Convergence analysis of natural gradient descent for over-parameterized physics-informed neural n...:East Asian Journal on Applied Mathematics,2025
[5] 孔旺,黄忠亿.The asymptotic analysis for the singularly perturbed subdiffusion equations on bounded domain.[J]:Advances in Applied Mathematics and Mechanics,2026,18(2):369-410
[6] 孔旺,黄忠亿.A New L1-TFPM Scheme for the Singularly Perturbed Subdiffusion Equations.[J]:CSIAM Transactions on Applied Mathematics,2025,6(1):1-30
[7] 孔旺,盛志强,洪振英,袁光伟.Monotonicity corrections for nine-point scheme of diffusion equations.[J]:Journal of Computational Mathematics,2024,2024(42):1277-1304
[8] 孔旺,盛志强,洪振英,袁光伟.Extremum-preserving correction of the nine-point scheme for diffusion equation on distorted meshe....[J]:Advances in Applied Mathematics and Mechanics,2023,15(2):402-427
[9] 孔旺,黄忠亿.Numerical study of the time-fractional telegraph equation in transmission line modeling.[J]:East Asian Journal on Applied Mathematics,2022,12(4):821-847
[10] 孔旺,黄忠亿.Artificial Boundary Conditions for Time-Fractional Telegraph Equation.[J]:Numerical Mathematics: Theory, Methods and Applications,2022,15(2)
[11] 孔旺,黄忠亿.Transparent boundary conditions and numerical computation for singularly perturbed telegraph equa....[J]:Numerische Mathematik,2020,145:345–382
[12] 孔旺,黄忠亿.Asymptotic Analysis and Numerical Method for Singularly Perturbed Eigenvalue Problems.[J]:SIAM Journal on Scientific Computing,2018,40(5):A3293-A3321

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