File:Mesure courbe de koch.svg

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English: measurement of the von Koch snowflake: the usual demonstration of the infinite value is made considering the construction procedure (the length multiplies by 4/3 at each step); here, we divide the length of the ruler by 2, in order to be consistent with Image:Dimension de mesure 1d.svg
the "linear length" tends to an infinite value, whereas the "fratal length" tends to 1
Français : mesure de la courbe de von Koch : la démonstration habitelle de l'infinitude de la valeur s'appuie sur la procédure de construction (la longueur est multipluiée par 4/3 à chaque étape) ; ici, nous divisons la longueur de la règle par 2, afin d'être cohérent avec Image:Dimension de mesure 1d.svg
la « longueur linéaire » tends vers l'infini tandis que la « longueur fractale » tend vers 1
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Author Christophe Dang Ngoc Chan (cdang)
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Date/TimeThumbnailDimensionsUserComment
current19:54, 26 March 2020Thumbnail for version as of 19:54, 26 March 2020473 × 451 (107 KB)Clemp6r (talk | contribs)Reverted to version as of 10:25, 5 September 2006 (UTC) as the last version introduced an error (0,0625 was changed to 0,625)
08:10, 23 October 2012Thumbnail for version as of 08:10, 23 October 2012458 × 450 (260 KB)Cdang (talk | contribs) conventional french math typo (upright capitals); text -> path to solve a rendering issue
10:25, 5 September 2006Thumbnail for version as of 10:25, 5 September 2006473 × 451 (107 KB)Cdang (talk | contribs)plain svg
09:24, 5 September 2006Thumbnail for version as of 09:24, 5 September 2006473 × 451 (109 KB)Cdang (talk | contribs){{Information |Description={{en|measurement of the von Koch snowflake: the usual demonstration of the infinite value is made considering the construction procedure (the length multiplies by 4/3 at each step); here, we divide the length of the ruler by 2,

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