Jan 22, 2016 · Abstract:In the study of Kostka numbers and Catalan numbers, Kirillov posed a unimodality conjecture for the rectangular Narayana ...

Kirillov's Unimodality Conjecture for the Rectangular Narayana Polynomials. Kirillov's Unimodality Conjecture for the Rectangular Narayana Polynomials. Herman ...

Abstract. In the study of Kostka numbers and Catalan numbers, Kirillov posed a unimodality conjecture for the rectangular Narayana polynomials.

PDF | In the study of Kostka numbers and Catalan numbers, Kirillov posed a unimodality conjecture for the rectangular Narayana polynomials. We prove.

Abstract. The generalized Narayana polynomials Nn,m(x) arose from the study of infinite log-concavity of the Boros-Moll polynomials. The real-rootedness of ...

Jan 22, 2016 · The main objective of this paper is to prove a unimodality conjecture for the rectangular Narayana polynomials in the study of Kostka numbers ...

In the study of Kostka numbers and Catalan numbers, Kirillov posed a unimodality conjecture for the rectangular Narayana polynomials.

In the study of Kostka numbers and Catalan numbers, Kirillov posed a unimodality conjecture for the rectangular Narayana polynomials. We prove that the ...

By using Chen, Hou and Mu's extended Zeilberger algorithm, the authors obtain two recurrence relations for Callan's generalization of Narayana polynomials.

“Kirillov's Unimodality Conjecture for the Rectangular. Narayana Polynomials”. ... “Theorems and conjectures involving rook polynomials with only real zeroes”.