1.8K views · 31 reactions | Implications of Banach-Tarski Paradox by Vsauce 曆 https://youtu.be/s86-Z-CbaHA?si=ug2L9OXbNqxioL_G | 푶풑풆풏푴풂풕풉푪풊풓풄풍풆 | Facebook
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Le paradoxe de Banach-Tarski dit ceci : si vous avez une sphère, une boule pleine, il est possible de la découper en morceaux et puis de reconstituer deux sphères exactement les mêmes, sans rien perdre. C’est pas la multiplication des pains, c’est la multiplication des sphères. C’est bien entendu un paradoxe, car ça fonctionne jamais dans la vraie vie, sinon on prendrait une boule d’or et on ferait deux boules d’or et puis quatre boules d’or... et on serait très riche. Démonstration sous vos yeu
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