谭婷，女，汉族，1993年10月出生于贵州省普安县，主要从事偏微分方程数值解的研究。

一、学习经历

2019-09 至 2023-07, 贵州师范大学, 计算数学, 博士。

2016-09 至 2019-07, 贵州师范大学, 计算数学, 硕士。

2012-09 至 2016-07, 贵州师范大学, 数学与应用数学, 学士。

二、主要成果

1. 研究论文

(1) Ting Tan, Waixiang Cao, Jing An. Spectral approximation based on a mixed scheme and its error estimates for transmission eigenvalue problems. Computers and Mathematics with Applications, 2022, 111: 20-33.

(2) Ting Tan, Jing An. An efficient numerical method based on Legendre-Galerkin approximation for the Steklov eigenvalue problem in spherical Domain. Journal of Applied Analysis and Computation, 2021, 11(2): 587-601.

(3) Ting Tan, Lan Li, Jing An. A novel spectral method and error analysis for fourth-order equations in a spherical region. Mathematics and Computers in Simulation, 2022, 200: 148-161.

  (4) Ting Tan, Jing An. Spectral Galerkin approximation and rigorous error analysis for the Steklov eigenvalue problem in circular domain. Mathematical Methods in theApplied Sciences, 2018, 41(10): 3764-3778.

(5) 谭婷，安静. 球几何区域上 Helmholtz 传输特征值问题有效的谱 Galerkin逼近. 中国科学: 数学、2019 年第 49 卷 第 4 期: 731 ∼ 750.

(6) Jing An, Ting Tan, Zhimin Zhang. A Novel Spectral Approximation and Error Estimation for Transmission Eigenvalues in Spherical Domains. Journal of Scientific Computing 2023, 96(2): 38.

(7) Shixian Ren, Ting Tan, Jing An. An efficient spectral-Galerkin approximation based on dimension reduction scheme for transmission eigenvalues in polar geometries. Computers and Mathematics with Applications, 2020, 80(5): 940-955.

(8) Yixiao Ge, Ting Tan, Jing An. A High Accuracy Numerical Method and Error Analysis for Fourth Order Elliptic Eigenvalue Problems in Circular Domain. Advances in Applied Mathematics and Mechanics, 2020, 12(3): 815-834.

2. 基金项目

主持2020年贵州省教育厅研究生创新基金(已结题).