若干奇性问题的两类高效谱方法研究
11801235
2018
A0501.算法基础理论与构造方法
陈升
青年科学基金项目
副教授
北京师范大学
26万元
奇性问题;高精度;Galerkin谱方法
2019-01-01到2021-12-31
- 中英文摘要
- 结题摘要
- 结题报告
- 项目成果
- 项目参与人
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| 序号 | 标题 | 类型 | 作者 |
|---|---|---|---|
| 1 | An Efficient and Accurate Numerical Method for the Spectral Fractional Laplacian Equation | 期刊论文 | Chen Sheng;Shen Jie |
| 2 | Enriched Spectral Methods and Applications to Problems with Weakly Singular Solutions | 期刊论文 | Chen Sheng;Shen Jie |
| 3 | New spectral element method for Volterra integral equations with weakly singular kernel | 期刊论文 | Zhang Chao;Liu Zhipeng;Chen Sheng;Tao Dongya |
| 4 | Log Orthogonal Functions: Approximation Properties and Applications | 期刊论文 | Chen Sheng;Shen Jie |
| 5 | High-Accuracy Numerical Approximations to Several Singularly Perturbed Problems and Singular Integral Equations by Enriched Spectral Galerkin Methods | 期刊论文 | Chen Sheng |
| 6 | Efficient Hermite Spectral Methods for Space Tempered Fractional Diffusion Equations | 期刊论文 | Cui Tengteng;Chen Sheng;Jiao Yujian |
| 7 | A Spectrally Accurate Approximation to Subdiffusion Equations Using the Log Orthogonal Functions | 期刊论文 | Chen Sheng;Shen Jie;Zhang Zhimin;Zhou Zhi |
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