A Set of Convolution Identities Relating the Blocks of Two Dixon Resultant Matrices
Chionh, Eng-Wee; Goldman, Ronald; Zhang, Ming
DateJune 16, 1999
Resultants for bivariate polynomials are often represented by the determinants of very big matrices. Properly grouping the entries of these matrices into blocks is a very effective tool for studying the properties of these resultants. Here we derive a set of convolution identities relating the blocks of two Dixon bivariate resultant representations.