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Convergence of Hermite interpolants on the circle using two derivatives.

E. Berriochoa, A. Cachafeiro, and J. Díaz. J. Computational Applied Mathematics, (2015)

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Orthogonal polynomials with respect to the sum of an arbitrary measure and a Bernstein-Szegö measure.A. Cachafeiro, F. Marcellán, and C. Pérez. Adv. Comput. Math., 26 (1-3): 81-104 (2007)Algorithms for solving Hermite interpolation problems using the Fast Fourier Transform.E. Berriochoa, and A. Cachafeiro. J. Computational Applied Mathematics, 235 (4): 882-894 (2010)About measures and nodal systems for which the Hermite interpolants uniformly converge to continuous functions on the circle and interval.E. Berriochoa, A. Cachafeiro, and E. Brey. Applied Mathematics and Computation, 218 (9): 4813-4824 (2012)Algorithms and convergence for Hermite interpolation based on extended Chebyshev nodal systems.E. Berriochoa, A. Cachafeiro, J. Díaz, and J. Illán. Applied Mathematics and Computation, (2014)Rate of Convergence of Hermite-Fejér Interpolation on the Unit Circle.E. Berriochoa, A. Cachafeiro, J. Díaz, and E. Brey. J. Applied Mathematics, (2013)Gibbs phenomenon in the Hermite interpolation on the circle.E. Berriochoa, A. Cachafeiro, and J. Díaz. Applied Mathematics and Computation, (2015)A characterization of the four Chebyshev orthogonal families.E. Berriochoa, A. Cachafeiro, and J. Amor. Int. J. Math. Mathematical Sciences, 2005 (13): 2071-2079 (2005)Modified Gauss rules for approximate calculation of some strongly singular integrals.E. Berriochoa, A. Cachafeiro, J. Illán, and J. Rebollido. Electron. Notes Discret. Math., (2013)About a system of anti-periodic trigonometric functions.E. Berriochoa, A. Cachafeiro, and J. Amor. Computers & Mathematics with Applications, 56 (6): 1526-1537 (2008)Characterizing curves satisfying the Gauss-Christoffel theorem.E. Berriochoa, and A. Cachafeiro. J. Computational Applied Mathematics, 233 (3): 630-633 (2009)

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Convergence of Hermite interpolants on the circle using two derivatives.

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Disambiguation of "Cachafeiro, Alicia"

copydeleteadd this publication to your clipboardcommunity posthistory of this postURLDOIBibTeXEndNoteAPAChicagoDIN 1505HarvardMSOffice XML Convergence of Hermite interpolants on the circle using two derivatives.

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Convergence of Hermite interpolants on the circle using two derivatives.