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A note on toric ideals of graphs and Knutson-Miller-Yong decompositions
We use a Gröbner basis technique first introduced by Knutson, Miller and Yong to study the interplay between properties of a graph $G$ and algebraic properties of the toric ideal that it defines. We first recover a well-known height formula for the toric ideal of a graph $I_G$ and demonstrate an alg
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