Generalized Hermite Interpolation and Sampling Theorem Involving Derivatives

@inproceedings{Shin2002GeneralizedHI,
  title={Generalized Hermite Interpolation and Sampling Theorem Involving Derivatives},
  author={Chang Eon Shin},
  year={2002}
}
We derive the generalized Hermite interpolation by using the contour integral and extend the generalized Hermite interpolation to obtain the sampling expansion involving derivatives for band-limited functions f , that is, f is an entire function satisfying the following growth condition |f(z)| ≤ A exp(σ|y|) for some A, σ > 0 and any z = x + iy ∈ C.