Generalized symmetric edge polytopes of regular matroids are not always gamma-nonnegative, as demonstrated by explicit counterexamples, though they become so after removing two elements.
Dual polytopes of rational convex polyt opes
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On the Ehrhart Theory of Generalized Symmetric Edge Polytopes
Generalized symmetric edge polytopes of regular matroids are not always gamma-nonnegative, as demonstrated by explicit counterexamples, though they become so after removing two elements.