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Congruences of shifted Jack Littlewood-Richardson coefficients
Ryan Mickler
The shifted Jack Littlewood-Richardson coefficients , first studied by Alexandersson-Féray, are Laurent polynomials in the Jack parameter attached to triples of pa…
Hidden Structure of Jack Littlewood-Richardson Coefficients
Ryan Mickler
We argue that Jack Littlewood-Richardson coefficients are specialisations of certain novel polynomials. For the triple of partitions , we prove t…
The Stanley Conjecture Revisited
Ryan Mickler
In the seminal work of Stanley, several conjectures were made on the structure of Littlewood-Richardson coefficients for the multiplication of Jack symmetric functions. Motivated b…
New cases of the Strong Stanley Conjecture
Per Alexandersson, Ryan Mickler
We make progress towards understanding the structure of Littlewood-Richardson coefficients for products of Jack symmetric functions. Building on recent results of the s…