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parallelepipeds's Usage Examples:

geometry, in which angles are not differentiated, only parallelograms and parallelepipeds exist.

"Areas of parallelograms and volumes of parallelepipeds in higher dimensions".

tessellation by rectangles or rectangular cuboids (also known as rectangular parallelepipeds) that are not, in general, all congruent to each other.

For any 3-dimensional lattice, the unit cells are parallelepipeds, which in special cases may have orthogonal angles, or equal lengths.

The three planes partition the parallelepiped into eight smaller parallelepipeds; two of those.

dozens of perfect parallelepipeds were shown to exist, answering an open question of Richard Guy.

Hadwiger"s conjecture is that parallelepipeds are the worst case for this problem, and that any other convex body.

The particles were regular parallelepipeds and elongated rectangular prisms.

They are also the parallelepipeds with congruent rhombic faces.

A rectilinear grid is a tessellation by rectangles or rectangular cuboids (also known as rectangular parallelepipeds) that are not, in general, all.

and Yujobô to higher dimensions, and by Floyd to other circumscribed parallelepipeds.

describe the shape of a parallelohedron is zero for a parallelepiped (all parallelepipeds are equivalent to each other under affine transformations), two for.

Some of these perfect parallelepipeds have two rectangular.

Synonyms:

parallelopiped, cuboid, rhombohedron, parallelopipedon, prism, parallelepipedon,

Antonyms:

linear, planar,