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Toric ideals of series and parallel connections of matroids

机译:拟阵的串并联并联复曲面理想

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摘要

In 1980, White conjectured that the toric ideal associated to a matroid is generated by binomials corresponding to a symmetric exchange. In this paper, we prove that classes of matroids for which the toric ideal is generated by quadrics and that has quadratic Grobner bases, are closed under series and parallel extensions, series and parallel connections, and 2-sums.
机译:怀特在1980年推测,与拟阵有关的复曲面理想是由对应于对称交换的二项式产生的。在本文中,我们证明了通过二次曲面产生复曲面理想并且具有二次Grobner基的类拟阵是封闭的,在串联和并联扩展,串联和并联连接以及2和下。

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