80: What is the complex conjugate property of a fourier series?
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The Fourier transform of f∗(x) (the complex conjugate) is g∗(−u). If f(x) is real, then g(−u) = g∗(u) (i.e. the Fourier transform of a real function is not necessarily real, but it obeys g(−u) = g∗(u)).
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