Category:Hyperoctahedral groups

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<nowiki>grup hiperoctaedric; 超八面体群; grupo hiperoctaedral; 超正八面體群; 超正八面体对称群; grupo hiperoctaedral; hyperoctahedral group; hipersesedra grupo; 超正八面体对称群; 超正八面体对称群; orthogonal group with integer coefficients; the Weyl group of the B- or C-series; grupo ortogonal com coeficientes inteiros; o grupo de Weyl das séries B- ou C-; grupo ortogonal com coeficientes inteiros; o grupo de Weyl das séries B- ou C-; 超正八面體對稱群; 超正八面體對稱性; 超正八面体群; 超正八面体对称性; O(n;ℤ); 超正八面体群; 超八面體群; 超正八面体群; 超正八面体对称性</nowiki>
hyperoctahedral group 
orthogonal group with integer coefficients; the Weyl group of the B- or C-series
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  • orthogonal group
  • Weyl group
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The hyperoctahedral group of dimension n (or n-orthoplicial group) is the symmetry group of the n-orthoplex and the n-cube. Its order is .

Subcategories

This category has the following 5 subcategories, out of 5 total.

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Pages in category "Hyperoctahedral groups"

This category contains only the following page.