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Complete Factorial Asymptotics and Integrable Structure of Generalized Charlier Recurrence Coefficients V13TE1RWT9

URIm2://res/V13TE1RWT9
Kindpreprint
CreatorsMahouton Norbert Hounkonnou
Date2026-09-30
MSC81-XX
Subjectsarxiv math-ph, arxiv math.MP
Scopein

Expressions

e1: version, preprint

Languageen
Date2026-09-30
IdsarXiv 2610.00396, zbl_id 903192942

Items in this resource

The mentions of the inventory that name this resource. Each name links to the card of its inventory row.

ItemKindWhereSource
Fixed-level convergencestatementtheorem 10.8arxiv
Explicit three-level formulastatementproposition A.3arxiv
Occupation-number formulastatementproposition A.1arxiv
Factorial upper boundstatementproposition 4.3arxiv
Exact limiting reduced tau functionstatementtheorem 10.12arxiv
Schur representation of the interaction factorstatementproposition 10.4arxiv
Main resultsstatementtheorem 1.1arxiv
Discrete partition-function representationstatementproposition 9.1arxiv
Explicit two-level formulastatementproposition A.2arxiv
Exact coefficient factorizationstatementproposition A.5arxiv
Three-level truncation limitstatementtheorem A.6arxiv
Connection constantstatementtheorem 10.13arxiv
Eventual strict monotonicitystatementproposition 4.2arxiv
Convergence to zerostatementproposition 4.1arxiv
Hook-length representationstatementproposition 10.5arxiv
Uniform tail estimatestatementtheorem 10.6arxiv
Uniform truncation principlestatementtheorem 10.3arxiv
Discrete Wronskian identitystatementproposition 5.1arxiv
Existence of the connection constantstatementcorollary 5.3arxiv
Fixed-occupation limitstatementproposition A.4arxiv
Exact sector decompositionstatementproposition 9.3arxiv
Conditional Bessel comparisonstatementproposition 5.2arxiv
Differentiated normalized-sector limitstatementlemma 10.10arxiv
Limit of the partition correction factorstatementlemma 10.7arxiv
Excitation expansionstatementproposition 9.2arxiv
Normalized sector representationstatementproposition 10.2arxiv
Partition expansion of the reduced tau functionstatementproposition 10.11arxiv
Bessel comparison and factorial asymptoticsconjectureconjecture 3.1arxiv
YP4PYZWS7Kstatementlemma 10.9arxiv
Sector asymptotics and recurrence coefficientsstatementproposition 10.1arxiv

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