3 citations · 4 across the 3 of their papers we have counts for
3 papers
cs.SC2018
On the Annihilator Ideal of an Inverse Form. A Simplification
Graham H. Norton
We simplify an earlier paper of the same title by not using syzygy polynomials and by not using a trichotomy of inverse forms. Let $\K$ be a field and $\M=\K[x^{-1},z^{-1}]$ denote…
cs.SC2017★ 3 cited
On the Annihilator Ideal of an Inverse Form
Graham H. Norton
Let be a field. We simplify and extend work of Althaler \& Dür on finite sequences over by regarding as a module, and studying forms in $K[x^{-1…
cs.SC2015★ 1 cited
On Sequences, Rational Functions and Decomposition
Graham H. Norton
Our overall goal is to unify and extend some results in the literature related to the approximation of generating functions of finite and infinite sequences over a field by rationa…