The special polynomials play a central role in the applications of mathematics. This number has notably increased during the years. Nevertheless, seen from the point of view of dynamical systems, they display an incredible number of common properties. At the core of this unifying approach is the Pascal matrix. Some examples will be discussed in the paper.
Special polynomials as continuous dynamical systems
ACETO L
;
2010-01-01
Abstract
The special polynomials play a central role in the applications of mathematics. This number has notably increased during the years. Nevertheless, seen from the point of view of dynamical systems, they display an incredible number of common properties. At the core of this unifying approach is the Pascal matrix. Some examples will be discussed in the paper.File in questo prodotto:
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