The umbral transfer-matrix method. I. Foundations
D Zeilberger - Journal of Combinatorial Theory, Series A, 2000 - Elsevier
D Zeilberger
Journal of Combinatorial Theory, Series A, 2000•ElsevierWe lay the foundations for the Umbral Transfer-Matrix Method, based on Gian-Carlo Rota's
seminal notion of the “umbra” as a linear functional on a vector space of formal power series.
The full potential of Rota's concept, to be described in subsequent parts of this series of
articles, emerges when it is implemented on a computer.
seminal notion of the “umbra” as a linear functional on a vector space of formal power series.
The full potential of Rota's concept, to be described in subsequent parts of this series of
articles, emerges when it is implemented on a computer.
We lay the foundations for the Umbral Transfer-Matrix Method, based on Gian-Carlo Rota's seminal notion of the “umbra” as a linear functional on a vector space of formal power series. The full potential of Rota's concept, to be described in subsequent parts of this series of articles, emerges when it is implemented on a computer.
Elsevier
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