Parallelepiped Parallelepiped

Parallelepiped - Definition and Overview


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A parallelepiped (alternately, parallelopiped, parallelepipedon or parallelopipedon) is a 3-dimensional polyhedron with six parallelograms for faces. The word is also sometimes used for the higher-dimensional analogues.

Properties

All opposite faces are parallel and since each face has point symmetry, it is a zonohedron.

The volume of a parallelepiped can be calculated most easily using the determinants, or equivalently via the scalar triple product or cross products.

Pronunciation

The Oxford English Dictionary states that the emphasis is on the fourth syllable, parallelEpiped. The OED also lists "parallelopipedon" (although in this case the emphasis is on the fifth syllable, paralelopIpedon); "parallelipiped" and "parallelopiped" are explicitly listed as incorrect forms.

Related articles

Example Usage of Parallelepiped

alijz: Nothing spells fun like waiting for your Parallelepiped classifier to finish. whoo hoo...
tgrant05: RT @its_yuey: Does anyone know how to compute the surface area of a Parallelepiped of three dimensional vectors? (nerd)
its_yuey: Does anyone know how to compute the surface area of a Parallelepiped of three dimensional vectors?
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