<--- Back to Details
First PageDocument Content
Matrices / Determinants / Numerical linear algebra / Matrix theory / Linear algebra / Toeplitz matrix / Matrix / Cauchy matrix / Polynomial interpolation / Vandermonde matrix / Triangular matrix / Invertible matrix
Date: 2008-12-16 23:35:55
Matrices
Determinants
Numerical linear algebra
Matrix theory
Linear algebra
Toeplitz matrix
Matrix
Cauchy matrix
Polynomial interpolation
Vandermonde matrix
Triangular matrix
Invertible matrix

Solving structured linear systems with large displacement rank ´ Schost c,2 Alin Bostan a,1 Claude-Pierre Jeannerod b Eric a Algorithms

Add to Reading List

Source URL: www.csd.uwo.ca

Download Document from Source Website

File Size: 339,06 KB

Share Document on Facebook

Similar Documents

Using Polynomial Interpolation with 4nec2 by Duncan Cadd G0UTY It sometimes occurs that in the course of an antenna simulation in 4nec2 it is necessary to include elements with electrical characteristics which must vary

Using Polynomial Interpolation with 4nec2 by Duncan Cadd G0UTY It sometimes occurs that in the course of an antenna simulation in 4nec2 it is necessary to include elements with electrical characteristics which must vary

DocID: 1tFqM - View Document

MAS115: HOMEWORK 4 SAM MARSH 1. Lagrange Interpolation Lagrange interpolation is a method used to fit smooth polynomial curves to sets of points in the plane. Suppose we have n distinct points in the

MAS115: HOMEWORK 4 SAM MARSH 1. Lagrange Interpolation Lagrange interpolation is a method used to fit smooth polynomial curves to sets of points in the plane. Suppose we have n distinct points in the

DocID: 1tF9z - View Document

RC22990 (W0311-099) November 12, 2003 Mathematics IBM Research Report Error Estimates and Poisedness in Multivariate Polynomial Interpolation

RC22990 (W0311-099) November 12, 2003 Mathematics IBM Research Report Error Estimates and Poisedness in Multivariate Polynomial Interpolation

DocID: 1sSxx - View Document

ICMCS 2015 International Conference on Mathematics and Computer ScienceNovember 2015, Vienna, Austria

ICMCS 2015 International Conference on Mathematics and Computer ScienceNovember 2015, Vienna, Austria

DocID: 1rjoy - View Document

Locally Random Reductions: Improvements and Applications  D. Beavery J. Feigenbaumz J. Kilianx September 1, 1995

Locally Random Reductions: Improvements and Applications  D. Beavery J. Feigenbaumz J. Kilianx September 1, 1995

DocID: 1raDV - View Document