Tag Archives: (-1)-associahedra partition polynomials
Noncrossing partitions and (-1)-associahedra partition polynomials as Appell and quasi-Appell sequences
The following pdf concerns the celebrated partition polynomials of OEIS A134264 for compositional inversion of power series / ordinary generating functions (core partition polynomials in free probability theory, related to the combinatorics of Dyck paths, noncrossing partitions, parking functions, and … Continue reading
Posted in Math
Tagged (-1)-associahedra partition polynomials, Appell sequences, Differential operators, Dyck path polynomials, Euler binomial transforms, Lagrange compositional inversion, Laguerre polynomials, Lah polynomials, Laurent series, noncrossing partition polynomials, Refined Narayana polynomials, special Schur self-convolution polynomials
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Shadows of Simplicity 