Empirical plant-animal network data and generalized Lotka-Volterra simulations identify SWAPS interaction distributions as a community signature that requires taxonomic constraints, multiple interaction types, and accompanies elevated diversity and complexity.
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3 Pith papers cite this work. Polarity classification is still indexing.
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2026 3verdicts
UNVERDICTED 3representative citing papers
Introduces the Parametrically Adaptive Transition Polynomial as a continuous-alpha signed-parity extension of Kunchenko stochastic polynomials and derives a closed-form variance-reduction coefficient g_2(alpha) for the degree-2 case.
Excessively long blocks lower asymptotic relative efficiency in the block-maxima method, and new likelihood and diagnostic procedures are proposed to check whether a chosen length is adequate under rounding or censoring.
citing papers explorer
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Skewed weak and Pareto-tailed strong interactions accompany community diversity and complexity
Empirical plant-animal network data and generalized Lotka-Volterra simulations identify SWAPS interaction distributions as a community signature that requires taxonomic constraints, multiple interaction types, and accompanies elevated diversity and complexity.
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Parametrically Adaptive Transition Polynomial: a Signed-Parity Continuous-alpha Extension of Kunchenko Stochastic Polynomials
Introduces the Parametrically Adaptive Transition Polynomial as a continuous-alpha signed-parity extension of Kunchenko stochastic polynomials and derives a closed-form variance-reduction coefficient g_2(alpha) for the degree-2 case.
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How long should a block be?
Excessively long blocks lower asymptotic relative efficiency in the block-maxima method, and new likelihood and diagnostic procedures are proposed to check whether a chosen length is adequate under rounding or censoring.