The construction process of the von Koch curve -the starting point: a segment- [Le processus de construction de la courbe de von Koch -le point de départ: un segment- ]

The construction process of the von Koch curve -the starting point: a segment- [Le processus de construction de la courbe de von Koch -le point de départ: un segment-].




On ne peut évidemment en montrer que des approximations (les premières...), de la même façon que l'on ne peut montrer que les premières décimales de pi.


See the first iterations of the construction of the von Koch curve:

The construction process of the von Koch curve -the starting point: a segment- The construction process of the von Koch curve -iteration 1: an equilateral triangle- The construction process of the von Koch curve -iteration 1: the removing of the base of the equilateral triangle- The construction process of the von Koch curve -iteration 2: four equilateral triangles- The construction process of the von Koch curve -iteration 2: the removing of the bases of the four equilateral triangles- The construction process of the von Koch curve -iteration 3- The construction process of the von Koch curve -iteration 3-
The first two iterations -red and magenta respectively- of the construction of the von Koch curve
About the length of the von Koch curve Empty The construction process of the von Koch curve -iteration 1: the removing of the base of the equilateral triangle-
The length of the first two iterations of the construction of the von Koch curve


(CMAP28 WWW site: this page was created on 01/26/2018 and last updated on 05/17/2026 18:06:50 -CEST-)



[See the generator of this picture [Voir le générateur de cette image]]

[See all related pictures (including this one) [Voir toutes les images associées (incluant celle-ci)]]

[Please visit the related ImagesDidactiques picture gallery [Visitez la galerie d'images ImagesDidactiques associée]]

[Go back to Mathematics - A Virtual Machine For Exploring Space Time And Beyond [Retour à Mathematics-AVirtualMachineForExploringSpaceTimeAndBeyond]]

[The Y2K Bug [Le bug de l'an 2000]]
[Are we ready for the Year 2038 [Notre informatique est-elle prête pour l'An 2038]?]

[Site Map and Help [Plan du Site et Aide]]
[Mail [Courrier]]
[About Pictures and Animations [A Propos des Images et des Animations]]


Copyright © Jean-François COLONNA, 2018-2026.
Copyright © CMAP (Centre de Mathématiques APpliquées) UMR CNRS 7641 / École polytechnique, Institut Polytechnique de Paris, 2018-2026.