Agenda de l’IDP

GT ADG-Systèmes Dynamiques

Introduction and Some Results on Loewner Equation
Zhang Henshui (MAPMO)
Tuesday 08 November 2016 14:00 -  Orléans -  Salle de Séminaire

Résumé :
Leowner equation(LE) is an important tool on conformal mapping. After the famous SchrammÿÿLoewner evolution(SLE) has been discovered by Oded Schranmm, the research on the general Leowner Equation has been transferred into two parts: classify the the driving function of LE by the type of the curve, and find the conditions of driving function which make the LE generated by a curve. This talk will give an introduction to SLE and LE at first, and show some results on the LE.

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