Division () | |

(Unital (Complex r), Commutative r, InvolutiveSemiring r, DivisionRing r) => Division (Complex r) | |

(Unital (Quaternion r), TriviallyInvolutive r, Ring r, Division r) => Division (Quaternion r) | |

(Unital (Dual r), Commutative r, InvolutiveSemiring r, DivisionRing r) => Division (Dual r) | |

(Unital (Hyper' r), Commutative r, InvolutiveSemiring r, DivisionRing r) => Division (Hyper' r) | |

(Unital (Dual' r), Commutative r, InvolutiveSemiring r, DivisionRing r) => Division (Dual' r) | |

(Unital (Quaternion' r), TriviallyInvolutive r, Ring r, Division r) => Division (Quaternion' r) | |

(Unital (Exp r), Group r) => Division (Exp r) | |

(Unital (Opposite r), Division r) => Division (Opposite r) | |

(Unital (RngRing r), Rng r, Division r) => Division (RngRing r) | |

(Unital (a -> r), Unital r, DivisionAlgebra r a) => Division (a -> r) | |

(Unital (a, b), Division a, Division b) => Division (a, b) | |

(Unital (a, b, c), Division a, Division b, Division c) => Division (a, b, c) | |

(Unital (a, b, c, d), Division a, Division b, Division c, Division d) => Division (a, b, c, d) | |

(Unital (a, b, c, d, e), Division a, Division b, Division c, Division d, Division e) => Division (a, b, c, d, e) | |