Specific orientations of paths with distance conditions and three-legged spiders are tournament anti-Sidorenko, proving conjectures and yielding new families.
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2 Pith papers cite this work. Polarity classification is still indexing.
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Pith papers citing it
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2026 2verdicts
UNVERDICTED 2representative citing papers
Characterizes three fluctuation regimes for circular triads in W-random tournaments and supplies a multiplier bootstrap plus regularity tests yielding asymptotically valid CIs for the Kendall-Smith consistency coefficient across all tournamentons.
citing papers explorer
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On Tournament Anti-Sidorenko Orientations of Trees
Specific orientations of paths with distance conditions and three-legged spiders are tournament anti-Sidorenko, proving conjectures and yielding new families.
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Transitivity in Inhomogeneous Random Tournaments
Characterizes three fluctuation regimes for circular triads in W-random tournaments and supplies a multiplier bootstrap plus regularity tests yielding asymptotically valid CIs for the Kendall-Smith consistency coefficient across all tournamentons.