Convolution Quadrature Revisited

Type: Article

Publication Date: 2004-08-01

Citations: 164

DOI: https://doi.org/10.1023/b:bitn.0000046813.23911.2d

Locations

  • BIT Numerical Mathematics - View

Similar Works

Action Title Year Authors
+ Generalized convolution quadrature for non smooth sectorial problems 2024 Jong‐Shenq Guo
MarĂ­a LĂłpez-FĂ©rnĂĄndez
+ Gaussian quadrature formulas for integrals with logarithmic singularity 1971 Mieke Branders
Robert Piessens
+ Convolution Integral Operators 2018 V. B. Korotkov
+ Convolution Integral 2004 R.E. Ziemer
+ PDF Chat Local convergence of convolution integral 1976 Jörgen Löfström
+ A Kernel-Independent Sum-of-Exponentials Method and Its Application to Convolution Quadrature 2020 Zixuan Gao
Jiuyang Liang
Zhenli Xu
+ Kernel-Independent Sum-of-Exponentials with Application to Convolution Quadrature. 2020 Zixuan Gao
Jiuyang Liang
Zhenli Xu
+ PDF Chat Convolution of Distributions 2023 El Mustapha Ait Ben Hassi
+ Convolutions and other integral transforms 1976 B. P. Duggal
+ PDF Chat Parsimonious convolution quadrature 2024 Jens Markus Melenk
Jörg Nick
+ Integral convolution operators 1985 E. A. Pavlov
+ Gaussian Quadrature Formulae for Integrals Involving Bessel Functions 1972 J. W. W.
Robert Piessens
+ A Kernel-Independent Sum-of-Exponentials Method 2020 Zixuan Gao
Jiuyang Liang
Zhenli Xu
+ Generalized convolution quadrature based on the trapezoidal rule 2023 Lehel Banjai
Matteo Ferrari
+ Gaussian quadrature formulas for integrals involving Bessel functions 1972 Robert Piessens
+ Singular Integrals of Convolution Type 2008 Loukas Grafakos
+ Convolution Functions, Function Spaces, Integral Equations and Equivalence Lemmas 2015 John C. Meyer
D. J. Needham
+ Convolution and the Delta Function: A Splat and a Spike 2005 Eric Stade
+ Convolution-Type Integral Operators in Complex Approximation 2001 Sorin G. Gal
+ Integration quadrature formulas 2014 Michael I. Mishchenko