>complex numbers together with the operation '+' defined in the canonical way fulfill the axioms of a vector space, hence complex number are vectors.
Axiomatically yes but could you please define the vector products for complex numbers? Thx, BR
>complex numbers together with the operation '+' defined in the canonical way fulfill the axioms of a vector space, hence complex number are vectors.
Axiomatically yes but could you please define the vector products for complex numbers? Thx, BR