On Extended Hermite-Fezér interpolation based on the zeros of Laguerre polynomials
Szász  proved the existence of an interpolatory polynomial which interpolates a given function at given data with some extended points. He also gave its explicit representation. We study the uniform convergence of the same, interpolating at the zeros of Laguerre polynomials with one point (as origin) extension.
Volume 129 | Issue 5
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