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20222026
most citedPolynomial approximation of derivatives by the constrained mock-Chebyshev least squares operator

1 citations · 1 across the 18 of their papers we have counts for

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math.NA2026

Exactly Diagonal Gram Matrices in Jacobi Weighted Histopolation

Allal Guessab, Federico Nudo, Stefano Serra-Capizzano

In the current work, we study univariate polynomial weighted histopolation on , where the data are weighted integrals over a family of intervals. After choosing a polynomia…

math.NA2026

Weighted Derivative Histopolation on Arbitrary Grids: Admissibility and Exact Factorizations

Allal Guessab, Federico Nudo

In this paper, we introduce a weighted derivative histopolation framework on families of intervals. The degrees of freedom consist of one scalar normalization and weighted integral…

math.NA2026

Spectral distribution of Jacobi weighted histopolation matrices via GLT theory

Allal Guessab, Federico Nudo, Stefano Serra-Capizzano

In this paper we study a weighted histopolation problem on associated with Jacobi weights. In the first part of the present work we prove results in approximation theory,…

math.NA2026

Polynomial interpolation--regression on the sphere

Francesco Dell'Accio, Federico Nudo, Teresa E. Pérez +1

We introduce an interpolation--regression operator for polynomial approximation on the unit sphere from discrete samples. The approximant is a spherical polynomial o…

math.NA2026

Spectral Schur analysis of structured moment matrices for quadratic histopolation

Allal Guessab, Federico Nudo

In this paper we study parameter-dependent structured moment matrices with a canonical block form arising from weighted quadratic histopolation on simplicial meshes. For a strictly…

math.NA2025

Generalized Probability Density Approach to Histopolation Schemes of Arbitrary Order

Gradimir V. Milovanovic, Federico Nudo

In this paper, we investigate the reconstruction of a bivariate function from weighted edge integrals on a triangular mesh, a problem of central importance in tomography, computer…