Non-linear Hamilton ℓ-cycles in random hypergraphs appear exactly when the expected count diverges, with a lognormal fluctuation law in the special case ℓ=2.
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Exact threshold and limiting distribution for non-linear Hamilton cycles
Non-linear Hamilton ℓ-cycles in random hypergraphs appear exactly when the expected count diverges, with a lognormal fluctuation law in the special case ℓ=2.