Citation:
Ricardo González, L. G., Lagomasino, G. L. & Peralta, S. M. (2020). On the Convergence of Multi-Level Hermite–Padé Approximants for a Class of Meromorphic Functions. Mediterranean Journal of Mathematics, 17(5), 149.
The present paper deals with the convergence properties of multi-level Hermite-Padé approximants for a class of meromorphic functions given by rational perturbations with real coefficients of a Nikishin system of functions, and study the zero location of the cThe present paper deals with the convergence properties of multi-level Hermite-Padé approximants for a class of meromorphic functions given by rational perturbations with real coefficients of a Nikishin system of functions, and study the zero location of the corresponding multiple orthogonal polynomials.[+][-]
Description:
Published 07 September 2021: Correction to: On the Convergence of Multi-Level Hermite&-Padé Approximants for a Class of Meromorphic Functions (Mediterr. J. Math. 18, 219 (2021). In the original publication, the surname of the Author "L. G. González Ricardo" was inadvertently swapped. The correct Author group has been provided below:
L. G. González Ricardo, G. López Lagomasino and S. Medina Peralta