Laplace transform of product of two functions $f(x)g(x)$ in terms of Laplace transform of $f$ and $g$.

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Is there any result which gives Laplace transform of product of two functions $f(x)g(x)$ in terms of Laplace transform of $f$ and $g$?

I think there is no such result for Laplace transform. I was wondering if there is any such result for any other integral transforms like Fourier?