activity
19952025
most citedMinimal height companion matrices for Euclid polynomials

7 citations · 43 across the 29 of their papers we have counts for

collaborators

36 papers

math.RA2025★ 4 cited

On Parametric Linear System Solving

Robert M. Corless, Mark Giesbrecht, Leili Rafiee Sevyeri +1

Parametric linear systems are linear systems of equations in which some symbolic parameters, that is, symbols that are not considered to be candidates for elimination or solution i…

math.HO2023

Teaching Linear Algebra in a Mechanized Mathematical Environment

Robert M. Corless, David J. Jeffrey, Azar Shakoori

This paper outlines our ideas on how to teach linear algebra in a mechanized mathematical environment, and discusses some of our reasons for thinking that this is a better way to t…

math.NA2023

Blendstrings: an environment for computing with smooth functions

Robert M. Corless

A "blendstring" is a piecewise polynomial interpolant with high-degree two-point Hermite interpolational polynomials on each piece, analogous to a cubic spline. Blendstrings are sm…

cs.SC2022

Bohemian Matrix Geometry

Robert M. Corless, George Labahn, Dan Piponi +1

A Bohemian matrix family is a set of matrices all of whose entries are drawn from a fixed, usually discrete and hence bounded, subset of a field of characteristic zero. Originally…

math.DS2021★ 3 cited

A Fractal Eigenvector

Neil J. Calkin, Eunice Y. S. Chan, Robert M. Corless +2

The recursively-constructed family of Mandelbrot matrices for , , have nonnegative entries (indeed just and , so each can be called a binary mat…

math.NA2021

Approximate GCD in Lagrange bases

Leili Rafiee Sevyeri, Robert M. Corless

For a pair of polynomials with real or complex coefficients, given in any particular basis, the problem of finding their GCD is known to be ill-posed. An answer is still desired fo…