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Francis J. Narcowich

Francis J. Narcowich

D-Index & Metrics

Mathematics

D-Index
36
Citations
5262
World Ranking
2650
National Ranking
1093

Overview

Francis J. Narcowich is affiliated with Texas A&M University in the United States. Their research spans multiple fields, primarily focusing on engineering and mathematics, with specific subfields in computational mechanics, mechanics of materials, and mathematical physics.

The scientist's recent scholarly output includes the paper titled Highly localized RBF Lagrange functions for finite difference methods on spheres, published in 2024 in BIT Numerical Mathematics. This publication contributes to the area of advanced numerical methods applied in computational mathematics.

Francis J. Narcowich's work extensively covers topics related to advanced numerical methods in computational mathematics, numerical methods in engineering, and numerical methods in inverse problems. These thematic areas reflect a strong emphasis on computational techniques and their applications in solving complex engineering and mathematical problems.

  • Advanced Numerical Methods in Computational Mathematics
  • Numerical methods in engineering
  • Numerical methods in inverse problems

The scientist has collaborated with several researchers, indicating engagement in interdisciplinary and collaborative projects. Frequent coauthors include Wolfgang Erb, Thomas Hangelbroek, C. Rieger, and J. D. Ward.

  • Wolfgang Erb
  • Thomas Hangelbroek
  • C. Rieger
  • J. D. Ward

Francis J. Narcowich has published in venues such as BIT Numerical Mathematics, suggesting a focus on computational and applied mathematics publications.

  • BIT Numerical Mathematics

Best Publications

  • Localized Tight Frames on Spheres

    Francis J. Narcowich;Pencho Petrushev;Joseph D. Ward

  • Persistency of Excitation in Identification Using Radial Basis Function Approximants

    A. J. Kurdila;Francis J. Narcowich;Joseph D. Ward

  • Spherical Marcinkiewicz-Zygmund inequalities and positive quadrature

    H. N. Mhaskar;F. J. Narcowich;J. D. Ward

  • Singularity structure of the two-point function in quantum field theory in curved spacetime, II

    S.A Fulling;F.J Narcowich;Robert M Wald

  • Exponential decay of energy of evolution equations with locally distributed damping

    G. Chen;S. A. Fulling;F. J. Narcowich;S. Sun

  • Sobolev bounds on functions with scattered zeros, with applications to radial basis function surface fitting

    Francis J. Narcowich;Joseph D. Ward;Holger Wendland

  • Generalized Hermite interpolation via matrix-valued conditionally positive definite functions

    Francis J. Narcowich;Joseph D. Ward

  • Decomposition of Besov and Triebel–Lizorkin spaces on the sphere

    F. Narcowich;P. Petrushev;J. Ward

  • Norms of inverses and condition numbers for matrices associated with scattered data

    Francis J. Narcowich;Joseph D. Ward

  • Nonstationary Wavelets on them-Sphere for Scattered Data

    Francis J. Narcowich;Joseph D. Ward

  • Scattered Data Interpolation on Spheres: Error Estimates and Locally Supported Basis Functions

    Francis J. Narcowich;Joseph D. Ward

  • Sobolev Error Estimates and a Bernstein Inequality for Scattered Data Interpolation via Radial Basis Functions

    Francis J. Narcowich;Joseph D. Ward;Holger Wendland

  • Norm estimates for the inverse of a general class of scattered-data radial-function interpolation matrices

    Francis J. Narcowich;Joseph D. Ward

  • Floquet theory and applications

    S. R. Barone;M. A. Narcowich;F. J. Narcowich

  • Necessary and sufficient conditions for a phase-space function to be a Wigner distribution.

    Francis J. Narcowich;R. F. O’Connell

  • Generalized Hermite interpolation and positive definite kernels on a Riemannian manifold

    F.J. Narcowich

  • Variational Principles and Sobolev-Type Estimates for Generalized Interpolation on a Riemannian Manifold

    N. Dyn;F. J. Narcowich;J. D. Ward

  • On Condition Numbers Associated with Radial-Function Interpolation

    F.J. Narcowich;N. Sivakumar;J.D. Ward

  • Approximation properties of zonal function networks using scattered data on the sphere

    Hrushikesh Narhar Mhaskar;Francis J. Narcowich;Joseph D. Ward

  • Direct and Inverse Sobolev Error Estimates for Scattered Data Interpolation via Spherical Basis Functions

    Francis J. Narcowich;Xingping Sun;Joseph D. Ward;Holger Wendland

  • Wavelets Associated with Periodic Basis Functions

    Francis J. Narcowich;Joseph D. Ward

Frequent Co-Authors

Joseph D. Ward
Joseph D. Ward Texas A&M University
Hrushikesh N. Mhaskar
Hrushikesh N. Mhaskar Claremont Graduate University
Holger Wendland
Holger Wendland University of Bayreuth
Robert Schaback
Robert Schaback University of Göttingen
Charles K. Chui
Charles K. Chui Hong Kong Baptist University
Richard B. Lehoucq
Richard B. Lehoucq Sandia National Laboratories
Goong Chen
Goong Chen Texas A&M University
Robert M. Wald
Robert M. Wald University of Chicago
Nira Dyn
Nira Dyn Tel Aviv University

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