A note on interpolation series in the complex domain
arXiv:1202.5924
Abstract
Given a convergent sequence of nodes we present a one-dimensional-holomorphic-function version of the Newton interpolation method of polynomials. It also generalises the Taylor and the Laurent formula. In other words, we present an effective identity theorem for complex domains.
5 pages. It is quite likely this result is known. But then, perhaps the proof is not