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A comment on What does the Laplace Transform tell us? A visual explanation [video]. Parent comment
The laplacian is the dot product of the gradient operator with itself, the Laplace transform is an integral transform with the kernel e^(-s*t).
The relation of the Fourier transform to the Laplacian is that FT diagonalises the Laplacian.
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The laplacian is the dot product of the gradient operator with itself, the Laplace transform is an integral transform with the kernel e^(-s*t).
The relation of the Fourier transform to the Laplacian is that FT diagonalises the Laplacian.