22/04/2009, 16:00 — 17:00 — Sala P3.10, Pavilhão de Matemática
Mário M. Graça, IDMEC, IST, TULisbon
Computational aesthetics for multiple zeros of complex analytic functions
Multiple zeros of complex analytic functions can be localized and counted using certain level curves. This approach provides the setting for a computational-positional system which we have called double newtonization. This process enables the computation of high precision approximations of simple or multiple zeros regardless of their multiplicity.
