> If "real" and "imag" are themselves complex numbers, then normalizing > the result will move the imaginary portion of the "real" vector into > the imaginary part and vice versa. Not quite. >>> complex(1,1j) 0j >>> complex(0,1j) (-1+0j) So it moves the imaginary portion of the "imag" argument into the real part of the result with change of sign, on the basis that 1j*1j == -1.
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