Lattice Paths and Branched Continued Fractions : An Infinite Sequence of Generalizations of the Stieltjes-Rogers and Thron-Rogers Polynomials, with Coefficientwise Hankel-Total Positivity

Lattice Paths and Branched Continued Fractions : An Infinite Sequence of Generalizations of the Stieltjes-Rogers and Thron-Rogers Polynomials, with Coefficientwise Hankel-Total Positivity

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Bibliographic Details
Main Authors : Pétréolle Mathias (Auteur), Sokal Alan D. (Auteur), Zhu Bao-Xuan (Auteur)
Format : Book
Language : anglais
Title statement : Lattice Paths and Branched Continued Fractions : An Infinite Sequence of Generalizations of the Stieltjes-Rogers and Thron-Rogers Polynomials, with Coefficientwise Hankel-Total Positivity / Mathias Pétréolle, Alan D. Sokal, Bao-Xuan Zhu
Published : Providence : American Mathematical Society , 2023
Physical Description : 1 volume (V-154 p.)
Series : Memoirs of the American Mathematical Society ; 1450
Subjects :
Nombres de Catalan
Jacobi, Polynômes de
Related Items : Additional physical form: Lattice Paths and Branched Continued Fractions : An Infinite Sequence of Generalizations of the Stieltjes-Rogers and Thron-Rogers Polynomials, with Coefficientwise Hankel-Total Positivity
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