Dec 18, 2019 · We provide bivariate asymptotics for the poly-Bernoulli numbers, a combinatorial array that enumerates lonesum matrices, using the methods of Analytic ...
Asymptotic enumeration of lonesum matrices is a natural problem to consider from a purely combinatorial point of view, but further motivation comes from the ...
[PDF] Asymptotic Enumeration of Lonesum Matrices - ResearchGate
www.researchgate.net › links › Asy...
Dec 20, 2019 · Abstract. We provide asymptotics for the poly-Bernoulli numbers, a combinatorial array that enumerates lonesum matrices.
Semantic Scholar extracted view of "Asymptotic enumeration of lonesum matrices" by Jessica Khera et al.
(PDF) Asymptotic enumeration of lonesum matrices - ResearchGate
www.researchgate.net › ... › Matrices
Jan 7, 2021 · We provide bivariate asymptotics for the poly-Bernoulli numbers, a combinatorial array that enumerates lonesum matrices, using the methods ...
Asymptotic Enumeration of Lonesum Matrices - Stephen Melczer
melczer.ca › khera-lundberg-melczer-2022
Asymptotic Enumeration of Lonesum Matrices. Jessica Khera, Erik Lundberg, Stephen Melczer. February 2021. Cite Journal Version arXiv Version.
Abstract: We provide bivariate asymptotics for the poly-Bernoulli numbers, a combinatorial array that enumerates lonesum matrices, using the methods of Analytic ...
Apr 1, 2021 · In this chapter we provide asymptotics for Bn,k as the indices n, k → ∞. Asymptotic enumeration of lonesum matrices is a natural problem to ...
Home · Research · Teaching · Supervision · CV · Textbook. Jessica Khera. Latest. Asymptotic Enumeration of Lonesum Matrices. Cite. ×. Copy Download.
Aug 22, 2024 · Lundberg, and S. Melczer. Asymptotic enumeration of lonesum matrices. Adv. in Appl. Math., 123:Paper No. 102118, 17, 2021.