Documentation

QuasiBorelSpaces.UnitInterval.AssocProd

noncomputable def unitInterval.assocProd (p q : unitInterval) :

Helper function for choose_assoc

Equations
Instances For
    @[simp]
    theorem unitInterval.assocProd_coe (p q : unitInterval) :
    (assocProd p q) = (symm p) * q / (symm (p * q))

    Helper function for choose_assoc

    Equations
    Instances For
      @[simp]
      theorem unitInterval.mul_assocProd (p q : unitInterval) :
      symm (p * q) * assocProd p q = symm p * q
      @[simp]
      @[simp]
      theorem unitInterval.mul_symm_assocProd' (p q : unitInterval) (hpq : p < 1 q < 1) :
      p * symm (assocProd p q) = assocProd q p