Is there a reasonable way to map general terms like this
In[50]:= InverseLaplaceTransform[x[s] y[s], s, t] Out[50]= InverseLaplaceTransform[x[s] y[s], s, t]
to a convolution integral in the time domain?
Mathematica evidently doesn't automatically do
L^-1{x(s)y(s)}=(XY)(t)
