Computability and Complexity in Complex Analysis: from 2007 to 2026
Ilia Binder
University of Toronto
Department of Mathematics
In this talk, I will provide an overview of progress over the past two decades in understanding the computability and complexity of various concepts in Complex Analysis, including conformal maps, harmonic measure, and Carathéodory extension. This presentation is based on collaborative projects with M. Braverman, A. Glucksam, C. Rojas, and M. Yampolsky.
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