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On a transformation of Riordan moment sequences by Barry, Paul is a scholarly article available to read on EtoBox.

What is On a transformation of Riordan moment sequences about?

We define a transformation that associates certain exponential moment sequences with ordinary moment sequences in a natural way. The ingredients of this transformation are series reversion, the Sumudu transform (a variant of the Laplace transform), and the inverting of generating functions. This transformation also has a simple interpretation in terms of continued fractions. It associates lattice path objects with permutation objects, and in particular it associates the Narayana triangle with the Eulerian triangle.

Author

Barry, Paul

Published

2018

Language

EN