Calibrated representations of the double Dyck path algebra
Nicolle González,
Eugene Gorsky,
José Simental
Abstract:The double Dyck path algebra $$\mathbb {A}_{q,t}$$
A
q
,
t
and its polynomial representation first arose as a key figure in the proof of the celebrated Shuffle Theorem of Carlsson and Mellit. A geometric formulation for an equivalent algebra $$\mathbb {B}_{q,t}$$
B
q
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