Tag Archives: Power and Laurent series
As Above, So Below: (m)-associahedra and (m)-noncrossing partitions polynomials
Finally, I’ve begun to morph my notes in raw LaTex from my early March posts on this topic into pdf files. The notes have become rather long, so I’m breaking them up into several p.d.f.s, each containing some coherent section … Continue reading →
Posted in Math
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Tagged Compositional inversion, Ladder operators, Lagrange inversion, Lagrange-Schur-Jabotinsky identity, lowering / annihilation/ destruction / down operations, m-noncrossing partitions polynomials, Ordinary generating functions, Power and Laurent series, raising/ creation / up operations, Refined m-associahedra polynomials, Refined m-Narayana polynomials
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Shadows of Simplicity 