@article{encarnacin1998an,
author = {Encarnación, Mark},
title = {An Efficient Method For Computing Resultant Systems},
year = {1998},
month = {November},
abstract = {A resultant system of a finite set of polynomials in two homogeneous variables is a finite set of polynomials in the coefficients of the original polynomials whose vanishing is a necessary and sufficient condition for the original polynomials to have a common non-trivial zero. We present an efficient general method for computing resultant systems. If there are s polynomials and each has degree at most d, the resultant system will have O(s2d) polynomials, each of which will have degree at most d2.},
publisher = {Springer-Verlag},
url = {http://approjects.co.za/?big=en-us/research/publication/efficient-method-computing-resultant-systems/},
pages = {243-245},
journal = {Applicable Algebra in Engineering, Communication and Computing (AAECC), Issue 3},
volume = {9},
}