Uncovering Symmetries in Polynomial Systems

  title={Uncovering Symmetries in Polynomial Systems},
  author={Viktor Larsson and Kalle {\AA}str{\"o}m},
In this paper we study symmetries in polynomial equation systems and how they can be integrated into the action matrix method. The main contribution is a generalization of the partial p-fold symmetry and we provide new theoretical insights as to why these methods work. We show several examples of how to use this symmetry to construct more compact polynomial solvers. As a second contribution we present a simple and automatic method for finding these symmetries for a given problem. Finally we… CONTINUE READING

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