Recovery Of Multivariate Paley-Wiener Functions Using Scattered Translates Of Regular Interpolators

In this paper, we explore the phenomenon that the multivariate Paley-Wiener functions may be recovered from their values on a complete interpolating sequence d And here we will gives a sufficient condition on a function f(x), which we call an interpolator,at the same time we the mapddRLPWI2: pand ddRLPWI2: pawhich aA,0 is a parameter. So that scattered translates of this function may be used to interpolate and recovery any given multivariate Paley-Wiener functions, and the recovery is uniformly ondR.