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Was (wer) ist cuboid$18014$ - definition
CUBOID WHOSE EDGES AND FACE DIAGONALS HAVE INTEGER LENGTHS
Euler Brick; Perfect cuboid; Perfect box; Integer Brick; Cuboid conjectures; Cuboid conjecture; Cuboid Conjecture; Cuboid Conjectures; Perfect Euler brick
ISO/IEC 18014
INTERNATIONAL STANDARD
ISO 18014
ISO/IEC 18014 Information technology — Security techniques — Time-stamping services is an international standard that specifies time-stamping techniques. It comprises four parts:
cuboid
HEXAHEDRON WITH CUBE TOPOLOGY
Rectangular prism; Rectangular box; Box (3d modeling); Square Prism; Square prism; Rectangular parallelepiped; Rectangular solid; Cuboids; Rectangular cuboid; Rectangular parallelipiped
['kju:b??d]
¦ adjective more or less cubic in shape.
¦ noun
1. Geometry a solid which has six rectangular faces at right angles to each other.
2. (also cuboid bone) Anatomy a squat tarsal bone on the outer side of the foot, articulating with the heel bone and the fourth and fifth metatarsals.
Derivatives
cuboidal adjective
Cuboid
HEXAHEDRON WITH CUBE TOPOLOGY
Rectangular prism; Rectangular box; Box (3d modeling); Square Prism; Square prism; Rectangular parallelepiped; Rectangular solid; Cuboids; Rectangular cuboid; Rectangular parallelipiped
·adj Cube-shaped, or nearly so; as, the cuboid bone of the foot.
II. Cuboid ·noun The bone of the tarsus, which, in man and most mammals, supports the metatarsals of the fourth and fifth toes.
Wikipedia
Euler brick
In mathematics, an Euler brick, named after Leonhard Euler, is a rectangular cuboid whose edges and face diagonals all have integer lengths. A primitive Euler brick is an Euler brick whose edge lengths are relatively prime. A perfect Euler brick is one whose space diagonal is also an integer but such a brick has not yet been found.
