温志远

2016-11-29 文字:  点击:[]

姓名:温志远

职称:副教授

部门:基础数学系

邮箱:111987019@imu.edu.cn

zy-wen13@tsinghua.org.cn

讲授课程

高等数学、线性代数、概率论数理统计、泛函分析、数理统计、数学分析辅导等

研究兴趣

微分方程特征值理论

基金项目

2020.1.1--2022.12.31 国家自然科学基金青年项目 (主持)

科研论文

[1]  Z. Wen,  On principal eigenvalues of measure differential equations and a patchy NeumannEigenvalue problem, J. Differential Equations, 286(2021), 710-730.

[2]  Z. Wen, L. Zhou,  On eigenvalues of second order measure differential equation and minimization of measures, J. Differential Equations, 269(2020), 8770-8800.

[3]  Z. Wen, L. Zhou, M. Zhang,  Optimal Potentials of Measure Differential Equations with Given Spectral Data,  J. Optimiz. Theory Appl.,  184(2020), 139-161.

[4]  Z. Wen, M. Zhang,  On the optimization problems of the principal eigenvalues of measure differential equations with indefinite measures,  Discrete Cont. Dyn-B, 25(2020),  3257-3274.

[5]  Z. Wen, L. Zhou,  Strong continuity of eigen-pairs of the Schrödinger operator with integrable potentials,  J. Math. Anal. Appl.,  482(2020), 123518

[6]  Z. Wen, M. Yang, M. Zhang,  Complete Continuity of Eigen-pairs of Weighted Dirichlet Eigenvalue Problem,  Mediterr. J. Math.,  15 (2018),  Art. 73, 18 pp.

[7]  Z. Wen, M. Zhang,  Minimization of eigenvalues and construction of non-degenerate potentials for the one-dimensional p-Laplacian,  Sci. China Math.  59,(2016), 49–66.

[8]  M. Zhang, Z. Wen, G. Meng, J. Qi, B. Xie, On the number and complete continuity of weighted eigenvalues of measure differential equations. Differential Integral Equations, 31, 9-10, (2018), 761–784.

[9]  周立娟, 温志远, 孟钢, 四阶测度微分方程第一特征值的极小化问题,中国科学:数学,doi.org/10.1360/SCM-2018-0794.

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