9Complex intervals
The set ℂ of complex numbers together with an arithmetic on ℂ can be introduced in many ways. For engineers one usually defines ℂ as the set
and an arithmetic as for algebraic terms in ℝ. A more rigorous definition starts with pairs (a, b) ∈ ℝ2 and an arithmetic which adds and subtracts entrywise but multiplies by
and divides by
if (c, d) ≠ (0, 0), cf. for instance Hille [148]. It is obvious that the resulting structures (ℂ, +, ...
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