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Chapter 6: Complex Analysis
https://doi.org/10.1142/9789813275386_0006Cited by:0 (Source: Crossref)
Abstract:
A complex number z can be written as
z = x + iy, x,y ∈ ℝ
where x is the real part ℜ(z), y is the imaginary part 𝔍(z) and i = √− 1. The number ˉz = x − iy is known as the complex conjugate of z. A complex number z also admits the polar coordinate representation z = |z|eiϕ = |z|(cos(ϕ)+ i sin(ϕ)) .
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