Interpolation formulas for entire functions of exponential type and some applications
Let f be an entire function of exponential type at most \(m\pi\), with \(f(x)=o(| x|)\); or of type less than \(m\pi\). If f and its first m-1 derivatives are bounded at the integers, the author constructs an interpolation formula for f, and gives applications analogous to those that are familiar in the case \(m=1\).
scientific article; zbMATH DE number 4065377