Bezout Matrix - Pure Mathematics - Algebra Dictionary Definition A structured matrix associated to two univariate polynomials whose entries are bilinear forms in the polynomial coefficients; its determinant (up to a scalar) equals the resultant and its kernel encodes common roots and gcd information.
Bezout Matrix - Pure Mathematics - Algebra Dictionary Definition A structured matrix associated to two univariate polynomials whose entries are bilinear forms in the polynomial coefficients; its determinant (up to a scalar) equals the resultant and its kernel encodes common roots and gcd information.