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    Special Orthogonal Group

    Alternate name

    SO

    Definition

    The special orthogonal group S O_n(q) is the subgroup of the elements of general orthogonal group GO_n(q) with determinant 1. S O_3 (often written S O(3)) is the rotation group for three-dimensional space.

    Related terms

    bipolyhedral group | general orthogonal group | icosahedral group | rotation group | special linear group | special unitary group

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