姚 懿
职称：助理教授
地址: 数学院417
Email: yeeyoe?163.com
主要研究方向
凯勒几何，凯勒流形上的典范度量与代数稳定性，环簇
Kähler geometry, canonical metrics on Kähler manifolds, stability, toric varieties.
教育背景
2010—2015 南京大学数学系，博士
2007—2010 南京大学数学系，硕士
2003—2007 西南交通大学数学学院，本科
工作经历
2015—2017 四川大学数学学院，博士后
2017.10至今 湖南大学数学与计量经济学院
主要学术论文
Greatest lower bounds on Ricci curvature of homogeneous toric bundles. Int. J. Math.28 (2017), no. 2
The J-flow on toric manifolds. Acta Math Sinica. 31 (2015), no. 10
(with H.Z. Li and Y.L. Shi) A criterion for the properness of the K-energy in a general Kähler class. MATH. ANN. 361 (2015), no. 1-2
Yao, Yi Greatest lower bounds on Ricci curvature of homogeneous toric bundles. International
Journal of Mathematics 28 (2017), no. 2 ? (with John R. Parker and Baohua Xie) Complex hyperbolic (3,3,n) triangle groups. Pacific J. Math. 280 (2016), no. 2, 433–453.
? (with Yueping Jiang and Baohua Xie) Generators of the Gauss-Picard modular group in three complex dimensions. Pacific J. Math. 273 (2015), no. 1, 197–211
? (with Elisha Falbel) Branched spherical CR structures on the complement of the figure-eight knot. Michigan Math. J. 63 (2014), no. 3, 635–667.