曹凯

讲师

数学学院

计算数学系


电话：


邮箱：
kcao@seu.edu.cn

地址：
东南大学九龙湖校区

邮编：
211189




基本信息
研究成果
项目与荣誉
社会兼职
曹凯，男，于2019年1月获得利兹大学(University of Leeds)应用数学博士学位，主要从事偏微分方程反问题的研究。
2019.04至今，东南大学数学学院。




10.Cao K.*and Lesnic D.Simultaneous identification and reconstruction of the space-dependentreaction coefficient and source term. Journal of Inverse and Ill-posed Problems, 2020.
9. Cao K.* Convergence rates for the reaction coefficient and initial temperature identification problems. Applicable Analysis, 2020.
8. CaoK., Lesnic D.* andIsmailov, M. I. Determination of the time-dependent thermal grooving coefficient. Journal of Applied Mathematics and Computing, 2020.
7. Cao K., Lesnic D.* and Liu J. J. Simultaneous reconstruction of space-dependent heat transfer coefficients and initial temperature.Journal of Computational and Applied Mathematics, 2020.
6.Cao K.and Lesnic D.* Simultaneous reconstruction of the spatially-distributed reaction coefficient, initial temperature and heat source from temperature measurements at different times. Computers and Mathematics with Applications, 78 (2019), 3237-3249.
5. Cao K.and Lesnic D.* Simultaneous reconstruction of the perfusion coefficient and initial temperature from time-average integral temperature measurements. Applied Mathematical Modelling, 68 (2019), 523-539.
4. Cao K., Lesnic D.* and Colaco M. J. Determination of thermal conductivity of inhomogeneous orthotropic materials from temperature measurements. Inverse Problems in Science and Engineering, 27 (2019), 1372-1398.
3.Cao K.and Lesnic D.* Reconstruction of the space-dependent perfusion coefficient from final time or time-average temperature measurements. Journal of Computational and Applied Mathematics, 337 (2018), 150-165.
2. Cao K.and Lesnic D.* Determination of the space-dependent coefficients from temperature measurements using the conjugate gradient method. Numerical Methods for Partial Differential Equations, 34 (4) (2018), 1370-1400.
1. Cao K.and Lesnic D.* Reconstruction of the perfusion coefficient from temperature measurements using the conjugate gradient method. International Journal of Computer Mathematics, 95 (2018), 797-814.