Source: wikibot/loewner-differential-equation
= Loewner differential equation
{wiki=Loewner_differential_equation}
The Loewner differential equation is a key equation in complex analysis, particularly in the study of conformal mappings and stochastic processes. It is named after the mathematician Charles Loewner, who introduced it in the context of the theory of univalent functions. The Loewner equation describes a continuous deformation of a conformal map defined on a complex plane.