File:Conjuntos de aristas imaginarias del Pequeño Dodecaedro de Kepler y Poinsot.jpg

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Español: Con el conjunto de vértices exteriores, que posee el pequeño dodecaedro estrellado de Kepler-Poinsot se construye un icosaedro regular imaginario, observemos la fotografía.

El pequeño dodecaedro estrellado de Kepler-Poinsot pertenece al conjunto de los poliedros que están formados por caras triangulares y ocupa la posición # 29 (L=29, A=3L+3, V=L+3 y C=2L+2), de acuerdo a las sucesiones poliédricas triangulares del Dominicano Jose Joel Leonardo.

La primara variedad de la primera estelación del dodecaedro está representada por El pequeño dodecaedro estrellado de Kepler-Poinsot y posee 60 Caras exteriores que tienen forma de triángulos isósceles de Joel. Además tiene 20 vértices intermedio y 12 vértices exteriores, para un total de 32 vértices. Ostenta 30 aristas intermedias y 60 aristas exteriores, para un total de 90 aristas. Todas las caras de este poliedro son uniforme entre sí pero no son equiláteras.
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Author Jose J. Leonard

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current00:18, 2 May 2017Thumbnail for version as of 00:18, 2 May 20172,896 × 1,944 (2.39 MB)Jose J. Leonard (talk | contribs)User created page with UploadWizard

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