Poisson type generators for L^1(R)
Abstract
Description
We characterize the discrete sets L of the real line such that {f(t-l), l in L} span L^1(R), f being an L^1(R)-function whose Fourier transform behaves like the one of the Poisson function.
Submitted to The Journal of Fourier Analysis and Applications
Submitted to The Journal of Fourier Analysis and Applications