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hyperoctahedral group - traducción al ruso
hyperoctahedral group
![[[Octahedral symmetry]] in three dimensions, order 24](https://commons.wikimedia.org/wiki/Special:FilePath/Sphere symmetry group o.png?width=200 "[[Octahedral symmetry]] in three dimensions, order 24")
![[[Tetrahedral symmetry]] in three dimensions, order 24](https://commons.wikimedia.org/wiki/Special:FilePath/Sphere symmetry group td.png?width=200 "[[Tetrahedral symmetry]] in three dimensions, order 24")
![[[Pyritohedral symmetry]] in three dimensions, order 24](https://commons.wikimedia.org/wiki/Special:FilePath/Sphere symmetry group th.png?width=200 "[[Pyritohedral symmetry]] in three dimensions, order 24")
ORTHOGONAL GROUP WITH INTEGER COEFFICIENTS; THE WEYL GROUP OF THE B- OR C-SERIES
Signed symmetric group; Signed permutation group; Hyper-octahedral group; Hyper-pyritohedral group; Hyperpyritohedral group; Hyperpyritohedral symmetry; Hyperoctahedral symmetry
математика
гипероктаэдральная группа
group operation
ALGEBRAIC SET WITH AN INVERTIBLE, ASSOCIATIVE INTERNAL OPERATION ADMITTING A NEUTRAL ELEMENT
GrouP; MathematicalGrouP; MathematicalGroup; Mathematical Group; Group (algebra); Group (math); Mathematical group; Group law; Group operation; Group axioms; Group axiom; Group mathematics; Group maths; Group (Mathematics); Translation (group theory); Elementary group theory
математика
групповая операция
group law
ALGEBRAIC SET WITH AN INVERTIBLE, ASSOCIATIVE INTERNAL OPERATION ADMITTING A NEUTRAL ELEMENT
GrouP; MathematicalGrouP; MathematicalGroup; Mathematical Group; Group (algebra); Group (math); Mathematical group; Group law; Group operation; Group axioms; Group axiom; Group mathematics; Group maths; Group (Mathematics); Translation (group theory); Elementary group theory
математика
групповой закон
Wikipedia
Hyperoctahedral group
In mathematics, a hyperoctahedral group is an important type of group that can be realized as the group of symmetries of a hypercube or of a cross-polytope. It was named by Alfred Young in 1930.
