Oct 4, 2019 · We adapt Victor Y. Pan's root-based algorithm for finding approximate GCD to the case where the polynomials are expressed in Bernstein bases.

Feb 28, 2020 · We adapt Victor Y. Pan's root-based algorithm for finding approximate GCD to the case where the polynomials are expressed in Bernstein bases.

Jul 27, 2020 · We are interested in computing approximate GCD of polynomials in the power form but their perturbation is measured by the Euclidean norm of perturbation in the ...

We adapt Victor Y. Pan's root-based algorithm for finding approximate GCD to the case where the polynomials are expressed in Bernstein bases.

Dec 17, 2019 · Abstract. In general, finding the Greatest Common Divisor (GCD) of two exactly-known univariate polynomials is a well understood problem.

This paper describes the algorithms of Musser and Gauss for the computation of multiple roots of a theoretically exact Bernstein basis polynomial $\hat{f}(y)$ ...

Approximate GCD in Bernstein Basis presented by Robert M. Corless and Leili Rafiee Sevyeri at the Maple Conference 2019.

Approximate GCD in Bernstein Basis presented by Robert M. Corless and Leili Rafiee Sevyeri at the Maple Conference 2019.

This paper considers the computation of the degree of an approximate greatest common divisor (AGCD) of two Bernstein basis polynomials f(y) and g(y).

The data in practical problems is corrupted by noise and it is therefore necessary to consider an approximate greatest common divisor (AGCD) of two polynomials, ...