246C notes 2: Circle packings, conformal maps, and quasiconformal maps

What's new 2018-04-12

Summary:

We now leave the topic of Riemann surfaces, and turn now to the (loosely related) topic of conformal mapping (and quasiconformal mapping). Recall that a conformal map from an open subset of the complex plane to another open set is a map that is holomorphic and bijective, which (by Rouché’s theorem) also forces the derivative […]

Link:

https://terrytao.wordpress.com/2018/04/12/246c-notes-2-circle-packings-conformal-maps-and-quasiconformal-maps/

From feeds:

Online Mathematical Communication » What's new

Tags:

Authors:

Terence Tao

Date tagged:

04/12/2018, 14:30

Date published:

04/12/2018, 13:45