i let f(x)= Inverse Fourier transform of 1, which from the formula i have gives f(x)=∫e^-iwx dw
then using the convolution formula with my f(x) above and the aribitrary function g(x) i get
f*g(x) = ∫e^-iwx dw ∫ g(x-t) dt
the integrals have bounds -∞ to ∞
Homework Statement
Find the inverse Fourier transform of f(w)=1 Hint: Denote by f(x) the inverse Fourier transform of 1 and consider convolution of f with an arbitrary function.
Homework Equations
From my textbook the inverse Fourier transform of f(w)=\int F(w)e^-iwt dw
The...