An Interpolation Process on Weighted (0,1,2;0)- Interpolation on Laguerre Polynomial

摘要

The aim of this pape r is to study a special kind of mixed type of interpolation on the zeros of L~(k)_n(x) and L~((k=1))_n}(x) and on the interval [0,∞) with boundary (Hermite ) conditions gives a simultaneous approximation to a differentiable function and its derivative under what conditions . We have investigated the existence, uniqueness, explicit representation and estimation of interpolatory polynomial.