Proves equivariant gamma-positivity for matroid Chow rings, giving new combinatorial interpretations and confirming a conjecture.
Dorpalen-Barry, J
2 Pith papers cite this work. Polarity classification is still indexing.
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A combinatorially defined tangent class T_{M,G} realizes the matroidal HRR package for every building set and produces Chern inequalities including a Miyaoka–Yau form.
citing papers explorer
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Equivariant gamma-positivity of matroid Chow rings
Proves equivariant gamma-positivity for matroid Chow rings, giving new combinatorial interpretations and confirming a conjecture.
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Tangent classes for matroid building sets
A combinatorially defined tangent class T_{M,G} realizes the matroidal HRR package for every building set and produces Chern inequalities including a Miyaoka–Yau form.