Fractals09 of 113

Lévy C curve

Ernesto Cesàro 1906, Paul Lévy 1938

Replace each segment by the two short sides of a right isosceles triangle built on it. The C thickens into a tapestry that covers area. Change the angle and the family runs from a gentle arch to a dense shrub.

dim(boundary) ≈ 1.9340

On mathcurve.com as Courbe de Lévy

0:00–0:00