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Continuously parameterized symmetries and Buchberger's algorithm

机译:连续参数化对称性和Buchberger算法

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摘要

Systems of polynomial equations often have symmetries. In solving such a system using Buchberger's algorithm, the symmetries are neglected. Incorporating symmetries into The solution process enables us to solve larger problems than with Buchberger's algo- Rithm alone. This paper presents a method that shows how this can be achieved and Also gives an algorithm that brings together continuously parameterized symmetries with Buchberger's algorithm.
机译:多项式方程组通常具有对称性。在使用布赫伯格算法求解这样的系统时,对称性被忽略了。将对称性纳入解决方案过程使我们能够解决比仅使用布赫伯格算法更复杂的问题。本文提出了一种方法,说明了如何实现这一目标,还提出了一种将连续参数化对称性与Buchberger算法结合在一起的算法。

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