Derives exact four-variable height expansion for Dyck paths with area and water-capacity weights and proves the length radius of G(x,1,p,q) equals the minimum positive real denominator branch, plus a (1-s)^{2/3} accumulation law on the diagonal.
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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
Estimates cardinalities of the sumset and product set of the K-Fibonacci sequence modulo prime p and presents a method for estimating doubling constants of m-dimensional recurrent sets in F_p.
citing papers explorer
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Area and water-capacity statistics for upper hulls of Dyck paths
Derives exact four-variable height expansion for Dyck paths with area and water-capacity weights and proves the length radius of G(x,1,p,q) equals the minimum positive real denominator branch, plus a (1-s)^{2/3} accumulation law on the diagonal.
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On some arithmetic conditions of recurrent sequences modulo prime p
Estimates cardinalities of the sumset and product set of the K-Fibonacci sequence modulo prime p and presents a method for estimating doubling constants of m-dimensional recurrent sets in F_p.