星形曲线的切丛和它的凸核 (by MATLAB 2014a)

  

高来源 (Laiyuan Gao)

男(male)  1984年出生、江苏徐州人  理学博士 

研究领域:微分几何,几何分析 (Research Interests: differential geometry,geometric analysis)

教研室:21世纪大楼(静远楼)1418 室 (Office: 1418, 21st Century building (Jingyuan building))             

通信地址:江苏省徐州市铜山新区上海路101号,邮编:221116  

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

E-mail:lygao@jsnu.edu.cn    


发表的部分论文(Selected Papers):

[4] Laiyuan Gao & Yuntao Zhang, Evolving convex surfaces to constant width ones.

    Internat. J. Math. No.11, Vol. 28 (2017), 1750082, 18 pp.

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

    Asian J. Math. No.4, Vol.20 (2016), 785794.

[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, Vol.272 (2014), 131-145.