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Works by Richard Stanley in Physical Sciences and Mathematics

2019

A note on the asymptotics of the number of O-sequences of given length, Richard Stanley, Fabrizio Zanello
Michigan Tech Publications

Link

Proof of the Gorenstein interval conjecture in low socle degree, Sung Gi Park, Richard Stanley, Fabrizio Zanello
Department of Mathematical Sciences Publications

Link

2016

Some asymptotic results on q-binomial coefficients, Richard Stanley, Fabrizio Zanello
Department of Mathematical Sciences Publications

Link

2015

Unimodality of partitions with distinct parts inside Ferrers shapes, Richard Stanley, Fabrizio Zanello
Department of Mathematical Sciences Publications

Link

The Catalan case of Armstrong's conjecture on simultaneous core partitions Read More: https://epubs.siam.org/doi/10.1137/130950318, Richard Stanley, Fabrizio Zanello
Department of Mathematical Sciences Publications

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2014

On the rank function of a differential poset, Richard Stanley, Fabrizio Zanello
Department of Mathematical Sciences Publications

Link

 
 

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