Last Updated:2025/12/02

A bicomplex number can be represented as an ordered pair (w,z) of complex numbers, with conjugate (w,z)*=(w,-z) and multiplication defined by (u,v)(w,z)=(uw-vz,uz+vw).

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A bicomplex number can be represented as an ordered pair (w,z) of complex numbers, with conjugate (w,z)*=(w,-z) and multiplication defined by (u,v)(w,z)=(uw-vz,uz+vw).

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ケイリー=ディックソンの構成による複素数の順序対 (w,z) として表される二重複素数は、共役が (w,z)^*=(w,-z) で、乗法が (u,v)(w,z)=(uw-vz,uz+vw) と定義されます。

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