We derive a sampling expansion for bandlimited signals with polynomial growth on the real axis. The sampling expansion uses nonuniformly spaced sampling points. But unlike other known sampling expansions for such signals, ours converge uniformly to the signal on any compact set. An estimate of the truncation error of such a series is also obtained.
['Ahmed I. Zayed', 'Antonio G. García']
Nonuniform sampling of bandlimited signals with polynomial growth on the real axis