A star-shaped curve and its tangent boundle plotted by MATLAB 2014a

Laiyuan Gao (高来源)

Research Interests: differential geometry,geometric analysis

Office: 1418, 21st Century Building (Jingyuan Building),

         Quanshan Campus, Jiangsu Normal University           

Address: No.101, Shanghai Road, Xuzhou City, Jiangsu Province, China.



B.A., Huaiyin Teachers' College, Huai'an City, 2003-2007

M.S., Jiangsu Normal University, Xuzhou City, 2008-2011

Ph.D., Tongji University, Shanghai City, 2012-2014

Postdoc, Shanghai University, Shanghai City, 2015-2016

Lecturer, Jiangsu Normal University, Xuzhou City, 2016-Now


Mathematical Analysis (Assistant) for students in the Department of Mathematics;

Advanced Mathematics (part 1 and 2) for students in departments of natural science;

Calculus (I & II) for students in the International College;


[7] Laiyuan Gao & Yuntao Zhang, On Yau's problem of evolving one curve to another: convex case.

                J. Differential Equations, no. 1, 266 (2019), 179-201.

[6] Laiyuan Gao & Yuntao Zhang, Evolving convex surfaces to constant width ones. Internat. J. Math. no. 11, 28 (2017), 1750082, 18 pp.

[5] Laiyuan Gao & Shengliang Pan, Gage's original normalized CSF can also yield the Grayson theorem.

                Asian J. Math. no. 4, 20 (2016), 785-794.

[4] Laiyuan Gao & Dong-Ho Tsai, On a third order flow of convex closed plane curves. Taiwanese J. Math. no. 3, 20 (2016), 553-567.

[3] Laiyuan Gao, ShengliangPan & Yunlong Yang, Some notes on Green-Osher's inequality. J. Math. Inequal. no. 2, 9 (2015), 369-380.

[2] Laiyuan Gao & Yiling Wang, Deforming convex curves with fixed elastic energy. J. Math. Anal. Appl. no. 2, 427 (2015), 817-829.

[1] Laiyuan Gao & Shengliang Pan, Evolving convex curves to constant-width ones by a perimeter-preserving flow.

                Pacific J. Math. no. 1, 272 (2014), 131-145.