File:Noms des 5 polytopes semi-réguliers de Thorold Gosset dans les dimensions 4 à 8.pdf

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Français : Thorold Gosset est un mathématicien qui en 1900 a généralisé les polyèdres réguliers et semi-réguliers dans des espaces de dimensions supérieures à trois. La Série de Gosset a été décrite ensuite par Elte, Coxeter, Conway avec des noms différents et est toujours très importante en géométrie multidimensionnelle, topologie, théorie quantique et théorie des supercordes.
English: Thorold Gosset is a mathematician who generalized regular and semi-regular polyhedra in spaces of higher dimensions greater than three. The Serie of Gosset has been described later by Elte, Coxeter, Conway and his still very important and useful in multidimensional geometry, topology, quantic theory and superstring theory.
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Own personal table made from a compilation of four references related to the serie of Gosset polytopes described under different names. The first reference is the discovery and pioneering article of Thorold Gosset published in 1900, pages 43-48 in Messenger of Mathematics

The second reference is the thesis in 1912 of Emmanuel Lodewijk Elte with Summary in page 128, reprinted in 2005 by University of Michigan Historical Math Collection.

The third reference is the book of H.S.M. Coxeter named Regular polytopes in pages 202-204.

The last and fourth reference is from th book of John H. Conway et al. of 2008 entitled The Symmetries of Things in pages 411-413.
Author Pierre Raymond Esteve alias in WP of Pierre Etevenon, who is the one who posted it, and he gives permission for it to appear with whatever license WP requires.
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current09:31, 22 February 2019Thumbnail for version as of 09:31, 22 February 2019983 × 333 (311 KB)Pierre Raymond Esteve (talk | contribs)Texte et taille corrigées
08:16, 22 February 2019Thumbnail for version as of 08:16, 22 February 20191,275 × 1,650 (9 KB)Pierre Raymond Esteve (talk | contribs)User created page with UploadWizard

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