Is There a Teichmüller Principle in Higher Dimensions?

Author:

Roth Oliver

Publisher

Springer International Publishing

Reference43 articles.

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3. Bracci, F., Roth, O.: Support points and the Bieberbach conjecture in higher dimension. https://arxiv.org/abs/1603.01532

4. Bracci, F., Contreras, M.D., Díaz-Madrigal, S., Vasil’ev, A.: Classical and stochastic Löwner-Kufarev equations. In: Harmonic and Complex Analysis and Its Applications, pp. 39–134. Birkhäuser/Springer, Cham (2014)

5. Bracci, F., Graham, I., Hamada, H., Kohr, G.: Variation of Loewner chains, extreme and support points in the class S 0 in higher dimensions. Constr. Approx. 43(2), 231–251 (2016)

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