4 citations · 5 across the 3 of their papers we have counts for
5 papers
Orthogonal Root Numbers of Tempered Parameters
David Schwein
We show that an orthogonal root number of a tempered L-parameter decomposes as the product of two other numbers: the orthogonal root number of the principal parameter and the value…
Formal Degree of Regular Supercuspidals
David Schwein
Supercuspidal representations are usually infinite-dimensional, so the size of such a representation cannot be measured by its dimension; the formal degree is a better alternative.…
Completely Controlling the Dimensions of Formal Fiber Rings at Prime Ideals of Small Height
Sarah M. Fleming, Lena Ji, S. Loepp +3
Let be a complete equicharacteristic local (Noetherian) UFD of dimension or greater. Assuming that , where is the maximal ideal of , we construct a loca…
Controlling the Dimensions of Formal Fibers of a Unique Factorization Domain at the Height One Prime Ideals
Sarah M. Fleming, Lena Ji, S. Loepp +3
Let T be a complete local (Noetherian) equidimensional ring with maximal ideal m such that the Krull dimension of T is at least two and the depth of T is at least two. Suppose that…
K-Knuth Equivalence for Increasing Tableaux
Christian Gaetz, Michelle Mastrianni, Rebecca Patrias +4
A K-theoretic analogue of RSK insertion and Knuth equivalence relations was first introduced in 2006 by Buch, Kresch, Shimozono, Tamvakis, and Yong. The resulting K-Knuth equivalen…