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Archimedean solid

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Archimedean solid [¦är·kə¦mēd·ē·ən ′säl·əd]
(mathematics)
One of 13 possible solids whose faces are all regular polygons, though not necessarily all of the same type, and whose polyhedral angles are all equal.
Also known as semiregular solid.


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Torquato said his work was different than previous researches conducted as it showed "the best packings, period" in the case of the centrally symmetric Platonic and Archimedean solids.
An Archimedean solid can be derived from a Platonic solid by simultaneous truncation of all the vertices of the Platonic solid.
Specifically, Durer was interested in Platonic and Archimedean solids and the golden mean and how these mathematical concepts influenced proportion and geometric ratios in art, affecting beauty and meaning.
 
 
 
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