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Expand Up @@ -44,4 +44,4 @@ thus extend the solution operator to a map $`H^s → C(ℝ, H^2)`.

Every Fourier multiplier $`M_f` can be represented as a convolution operator with kernel
$`K = 𝓕⁻ f`. Therefore, the explicit representation of the solution operator follows from the
calculation of the Fourier transform of the complex Gaussian.
calculation of the Fourier transform of the complex Gaussian as outlined in the previous chapter.