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In geometry , a pentahedron (plural: pentahedra) is a polyhedron with five faces. Since there are no face-transitive polyhedra with five
Kaynak: Pentahedron

Sylvester pentahedron : Sylvester showed that a generic quaternary cubic can be written as a sum of 5 cubes of linear forms, unique up to
Kaynak: Quaternary cubic

Equivalently, it is a pentahedron of which two faces are parallel, while the surface normal s of the other three are in the same plane
Kaynak: Triangular prism

It is well known for its distinctive prism shape (triangular prism or pentahedron ). History: File:Toblerone Bars. jpg | Toblerone File:
Kaynak: Toblerone

pentahedron A union of 5 planes, in particular the Sylvester pentahedron of a cubic surface. period The integral of a differential form
Kaynak: Glossary of classical algebraic geometry

The naming system is again based on Classical Greek, for example tetrahedron (4), pentahedron (5), hexahedron (6), heptahedron (7),
Kaynak: Polyhedron

Solids (4 and 10-node tetrahedron s, 6-node pentahedron s, and 8-node hexahedron s) (with over 20 solid element formulations)
Kaynak: LS-DYNA

Toeplitz invariant An invariant of nets of quadrics in 3-dimensional projective space that vanishes on nets with a common polar pentahedron.
Kaynak: Glossary of invariant theory

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