教育经历:
2008-13 加州大学圣迭戈分校(UCSD) 攻读博士学位
工作经历:
2013-16 罗格斯大学 (Rutgers) 访问助理教授(博士后)
2016-17 康奈尔大学 (Cornell) 访问助理教授(博士后)
2017-now 厦门大学
研究方向:
多复变函数论,复几何。
具体说,本人关心凯勒几何和Hermitian几何里面的双截曲率和全纯截面曲率。例如
(1) 非负全纯截面曲率的紧致或者完备非紧凯勒流形的构造,以及全纯函数论。参见论文列表中的JGA2023,Ann.Fourier2019.
(2) 特殊Hermitian流形的分类及应用,特别是给定黎曼流形的正交复结构的刻画。参见论文列表中的TAMS2020,CAG2018,Adv.Math2017.
(3) 负曲率凯勒流形,work in progress.
(4) 几何流在复几何中的应用,参见IMRN2022.
社会兼职:
Referee services for math journals including:
Transactions of the AMS,
Revista Mathematica Iberoamericana,
Communications in Analysis and Geometry,
Complex Manifolds,
Mathematical Research letters,
Proceedings of the AMS,
Science China Mathematics,and more.
授课情况:
复分析(研究生必修),复流形(研究生选修)
论文:
Selected publication:
Yang, Bo; Zheng, Fangyang. Examples of complete Kähler metrics with nonnegative holomorphic sectional curvature. J. Geom. Anal.33(2023), no.2, Paper No. 47, 32 pp. A special issue in honor of Professor Peter Li.
Yang, Bo. Holomorphic functions on a class of Kähler manifolds with nonnegative curvature, I. Int. Math. Res. Not. IMRN(2022), no.4, 2615–2635.
Wang, Qingsong; Yang, Bo; Zheng, Fangyang. On Bismut flat manifolds. Trans. Amer. Math. Soc.373 (2020), no.8, 5747–5772.
Yang, Bo; Zheng, Fangyang. Hirzebruch manifolds and positive holomorphic sectional curvature. Ann. Inst. Fourier (Grenoble) 69(2019), no.6, 2589–2634.
Yang, Bo; Zheng, Fangyang. On compact Hermitian manifolds with flat Gauduchon connections. Acta Math. Sin. (Engl. Ser.)34(2018), no.8, 1259–1268. A special issue in memory of Professor Qikeng Lu.
Yang, Bo(PRC-XIAM-SM); Zheng, Fangyang. On curvature tensors of Hermitian manifolds. Comm. Anal. Geom.26(2018), no.5, 1195–1222.
Khan, Gabriel; Yang, Bo; Zheng, Fangyang. The set of all orthogonal complex structures on the flat 6-tori. Adv. Math.319(2017), 451–471.
Yang, Bo. On a problem of Yau regarding a higher dimensional generalization of the Cohn-Vossen inequality. Math. Ann.355(2013), no.2, 765–781.
详细论文发表情况可查阅
https://mathscinet.ams.org/mathscinet/author?authorId=963002
学生培养:
博士生导师(招生方向:多复变函数论,复几何)
The best way to contact me is by email([email protected]).
If you have access to google, you may also check my webpage:
https://sites.google.com/view/boyangmath/