Ortogonalidad, Teoría de la Aproximación y sus aplicaciones en Ciencia y Tecnología

Funded by MINISTERIO DE ECONOMIA Y COMPETITIVIDAD
Duration: from 31 December 2009 to 30 June 2013

Researchers

Foto de Oscar
Oscar
Ciaurri Ramírez
Leader
Foto de Jesús
Jesús
Munárriz Aldaz
Foto de Judit
Judit
Mínguez Ceniceros
Foto de Francisco Javier
Francisco Javier
Pérez Lázaro
Foto de Luz
Luz
Roncal Gómez
Foto de Juan Luis
Juan Luis
Varona Malumbres

Publications related to the project

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2014

  1. On sharp heat and subordinated kernel estimates in the Fourier-Bessel setting

    Rocky Mountain Journal of Mathematics

2012

  1. Viéte's product proved in the finest ancient style

    The College Mathematics Journal

  2. Mixed type multiple orthogonal polynomials: Perfectness and interlacing properties of zeros

    Linear Algebra and Its Applications

  3. Bilinear biorthogonal expansions and the Dunkl kernel on the real line

    Expositiones Mathematicae

  4. A q-linear analogue of the plane wave expansion

    Advances in Applied Mathematics

  5. Optimal bounds on the modulus of continuity of the uncentered Hardy-Littlewood maximal function

    Journal of Geometric Analysis

  6. Asymptotic estimates for Apostol-Bernoulli and Apostol-Euler polynomials

    Mathematics of Computation

  7. Old and new identities for Bernoulli polynomials via Fourier series

    International Journal of Mathematics and Mathematical Sciences

  8. Higher Order Riesz Transforms for Fourier-Bessel Expansions

    Journal of Fourier Analysis and Applications

2011

  1. The "Gauss-Seidelization" of iterative methods for solving nonlinear equations in the complex plane

    Applied Mathematics and Computation

  2. The best constant for the centered maximal operator on radial decreasing functions

    Mathematical Inequalities and Applications

2010

  1. Bernstein operators for extended Chebyshev systems

    Computer Aided Geometric Design

  2. Inequalities for partial moduli of continuity and partial derivatives

    Constructive Approximation

  3. Behavior of weak type bounds for high dimensional maximal operators defined by certain radial measures

    Positivity