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Problem of Gromova and Vasil'ev on integral means, and Yamashita's conjecture for conformal Mappings

发布人:日期:2019年06月14日 14:44浏览数:

报告题目:Problem of Gromova and Vasil'ev on integral means, and Yamashita's conjecture for conformal Mappings

报 告 人:Professor Samithe Ponnusamy(印度IITM理工学院)

报告时间:2019年6月14日 10:00-11:00

报告地点:数统院307学术报告厅

报告摘要:

In this talk we discuss two conjectures in a more general setting. The first one concerns area maximum property of certain class of univalent functions and, in particular, we present a solution to the conjecture of Yamashita on convex functions, proposed in 1990. The second one concerns integral means problems for certain classes of univalent analytic functions. In particular, we indicate the solution to the open problem of Gromova and Vasilev, proposed in 2002.

报告人简介:

Samithe Ponnusamy,印度ISIC统计学院马德拉斯校区校长。印度IITM理工学院教授。研究兴趣包括拟共形映射、调和映射、算子理论等。

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