Random mutations on skew-symmetric quivers yield sign-coherent c-vectors almost surely, proving the asymptotic sign coherence conjecture for arbitrary rank.
Cyclically ordered quivers
3 Pith papers cite this work. Polarity classification is still indexing.
3
Pith papers citing it
abstract
A cyclically ordered quiver is a quiver endowed with an additional structure of a cyclic ordering of its vertices. This structure, which naturally arises in many important applications, gives rise to new powerful mutation invariants.
verdicts
UNVERDICTED 3representative citing papers
All geometric helices on del Pezzo surfaces are related by elementary operations including tilting, implying that non-commutative crepant resolutions of their affine cones are related by mutations.
Defines HOMFLY polynomial of forest quivers recursively, equates it to plabic link HOMFLY, and gives closed form via independent sets.
citing papers explorer
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Eventual sign coherence
Random mutations on skew-symmetric quivers yield sign-coherent c-vectors almost surely, proving the asymptotic sign coherence conjecture for arbitrary rank.
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Geometric helices on del Pezzo surfaces from tilting
All geometric helices on del Pezzo surfaces are related by elementary operations including tilting, implying that non-commutative crepant resolutions of their affine cones are related by mutations.
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The HOMFLY Polynomial of a Forest Quiver
Defines HOMFLY polynomial of forest quivers recursively, equates it to plabic link HOMFLY, and gives closed form via independent sets.