![](/__local/5/C6/4D/92BC327C0707DEA1A106A2804EB_A68800F3_E70F4.png)
唐言言
姓名:唐言言
职称:讲师
办公室:208
邮箱:yanyantang@henu.edu.cn
研究方向:多复变与复几何
教育背景:
2009.09-2013.06,学士,BEVITOR伟德APP官网,信息与计算科学
2013.09-2016.06,硕士,BEVITOR伟德APP官网,基础数学
2016.09-2020.06,博士,武汉大学,基础数学
工作经历:
2020.07-2023.06,BEVITOR伟德APP官网,博士后,基础数学
2023.07-至今,BEVITOR伟德APP官网,讲师
研究领域:多复变函数空间理论、复几何
代表性学术论文:
1. Liu Hongyan, Tang Yanyan, Tu Zhenhan, Zhang Shuo. Special Toeplitz operators on n dimensional generalized Hartogs triangles. Complex Analysis and Operator Theory, 17(2), 32pp, 2023.
2. Tang Yanyan, Zhang Shuo. Special Toeplitz operators on elementary Reinhardt domains. Complex Analysis and Operator Theory, 16(4), 23pp, 2022.
3. Han Kaikai, Tang Yanyan. Regularity of the Szegö projection on the symmetrized polydisc. Bulletin of the Australian Mathematical Society, 106(3), 481-490, 2022.
4. Zhang Xiaofei, Tang Yanyan. g-Loewner chain associated with Muir-type extension operator. Complex Variables and Elliptic Equations, 2022, DOI:10.1080/17476933.2022.2157823.
5. He Le,Tang Yanyan, Tu Zhenhan. Bergman type operators on some generalized Cartan Hartogs domains.Journal of the Korean Mathematical Society, 58(6),
1347–1365, 2021.
6. Tang Yanyan, Tu Zhenhan. Special Toeplitz operators on a class of bounded Hartogs domain. Archiv der Mathematik, 114, 661-675, 2020.
7. He Le, Tang Yanyan, Tu Zhenhan. Irregularity of the weighted Bergman projection on the Fock-Bargmann-Hartogs domain. Bulletin of the Australian Mathematical Society, 102(2),282-292, 2020.
8. Su Guicong, Tang Yanyan, Tu Zhenhan. Kähler submanifolds of the symmetrized polydisc. Comptes Rendus Mathematique, 356, 387-394, 2018.
科研项目:
1. 青年科学基金项目:对称椭球上的Lempert定理及其应用(12101185); 2022.01-2024.12;在研;主持.
2. 面上项目:一些特殊的复几何结构理论及多复变函数论(12171140);
2022.01-2025.12;在研;参与.
3. 面上项目:多复变Bergman核函数渐近展开及相关问题研究(12071354); 2021.01-2024.12; 在研, 参与.