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庞刚
( 副教授 )
赞
的个人主页 http://shi.buaa.edu.cn/panggang/zh_CN/index.htm
副教授
教师拼音名称:
panggang
电子邮箱:
1bfb0eba30134f9a117b8811dba0efc278c983df752d7807fdfbd952147ec5ea6463d1bf34819407317fe68a8473725ea480506d2bd645a81ba6010b92d621d0b7c583b1e27ca21e21c0b5476386817e7e911237d1fb71bbf4bf8885b930dd25d6ca02551bb344557a1ca52a9f045b4a9cfc2cdbd9fff275619fb408d101af43
所在单位:
数学科学学院
学历:
博士研究生
办公地点:
沙河校区E501-5
性别:
男
联系方式:
gangpang@buaa.edu.cn
学位:
哲学博士学位
在职信息:
在职
毕业院校:
北京大学
论文
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论文
[11]
.Almost Exact boundary condition for one-dimensional Schr\"odinger equation.:Physical Review E,2012(86):066709
[12]
.Accurate artificial boundary conditions for semi-discretized one-dimensional peridynamics:Proceedings The Royal Society A Mathematical Physical and Engineering Sciences,2021,477(20210229)
[13]
.Accurate boundary treatment for Riesz space fractional diffusion equations:Journal of Scientific Computing,2021(89):42
[14]
.Exact boundary condition for semi-discretized Schrödinger equation and heat equation in a rectangular domain:Journal of Scientific Computing,2017(72):1-13
[15]
.A fast accurate artificial boundary condition for the Euler-Bernoulli beam:Numerical Algorithms,2022:https://doi.org/10.1007/s11075-022-01485-7
[16]
.A fast stable accurate artificial boundary condition for the linearized Green-Naghdi system:Numerical Algorithms,2021:https://doi.org/10.1007/s11075-021-01236-0
[17]
.Eliminating corner effects in square lattice simulation:Computational Mechanics,2018,66:111-122
[18]
.Time history kernel functions for square lattice:Computational Mechanics,2011(48):699-711
[19]
.Approximate linear relations for Bessel functions:Communications in Mathematical Science,2017,15(7):1967–1986
[20]
.Accurate boundary treatment for transient Schrödinger equation under polar coordinates:Computers and Mathematics with Applications,2016(2):479-488
共21条 2/3
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