Leapfrog Constructions: From Continuant Polynomials to Permanents of Matrices

[摘要] We study noncommutative continuant polynomials via a new leapfrog construction. This needs the introduction of new indeterminates and leads to generalizations of Fibonacci polynomials, Lucas polynomials and other families of polynomials. We relate these p

[学科分类] 离散数学和组合数学

[关键词] Sequences of polynomials;Fibonacci polynomials;Quiver;Tilings