7 citations · 9 across the 3 of their papers we have counts for
4 papers
Kronecker powers of harmonics, polynomial rings, and generalized principal evaluations
Marino Romero
Our main goal is to compute the decomposition of arbitrary Kronecker powers of the Harmonics of . To do this, we give a new way of decomposing the character for the action of…
New identities for Theta operators
Michele D'Adderio, Marino Romero
In this article, we prove a new general identity involving the Theta operators introduced by the first author and his collaborators in [D'Adderio, Iraci, Vanden Wyngaerd 2020]. Fro…
A proof of the Theta Operator Conjecture
Marino Romero
In the context of the (generalized) Delta Conjecture and its compositional form, D'Adderio, Iraci, and Wyngaerd recently stated a conjecture relating two symmetric function operato…
-Positivity Results and Conjectures
Adriano M. Garsia, James Haglund, Dun Qiu +1
In a 2016 ArXiv posting F. Bergeron listed a variety of symmetric functions with the property that is -positive. A large subvariety of his examples could be…