Specialization of the polymatroid invariant to Speyer's invariant

Let G{\mathcal G} be the invariant of polymatroids defined in the paper, and let gX(t)g_{\bf X}(t) be Speyer's invariant of a matroid X{\bf X}. Specialization conjecture. The invariant G{\mathcal G} specializes to Speyer's invariant. The supplied text introduces Speyer's invariant and records this expected specialization, but gives no proof or resolution.

Sources & referencesView supporting material

Primary source

Harm Derksen, “Symmetric and Quasi-Symmetric Functions associated to Polymatroids”, arXiv:0801.4393 (2008).

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