2016
DOI: 10.48550/arxiv.1602.00521
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The Real-rootedness of Generalized Narayana Polynomials

Herman Z. Q. Chen1,
Arthur L. B. Yang2,
Philip B. Zhang3
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“…There are various generalizations of classical Narayana numbers, see for instance [2,5,11,12,17]. As we mentioned before, the numbers N A(n, k) (resp.…”
Section: Remarksmentioning
confidence: 99%

Total positivity of Narayana matrices

Wang
1
,
Yang
2
2018
Discrete Mathematics
13
0
5
0
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“…There are various generalizations of classical Narayana numbers, see for instance [2,5,11,12,17]. As we mentioned before, the numbers N A(n, k) (resp.…”
Section: Remarksmentioning
confidence: 99%

Total positivity of Narayana matrices

Wang
1
,
Yang
2
2018
Discrete Mathematics
13
0
5
0
View full textAdd to dashboardCite
show abstract
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