We introduce a theory of jeu de taquin for increasing tableaux, extending fundamental work
of Schützenberger (1977) for standard Young tableaux. We apply this to give a new …

Abstract Based on Thomas and Yong's K-theoretic jeu de taquin algorithm, we prove a
uniform Littlewood–Richardson rule for the K-theoretic Schubert structure constants of all …

Minuscule representations occur in a variety of contexts in mathematics and physics. They
are typically much easier to understand than representations in general, which means they …

A general principle of mathematics holds that one should exploit symmetry to simplify a
problem whenever possible. A common manifestation of symmetry is the action of a Lie …

We study the quantum cohomology of (co) minuscule homogeneous varieties under a
unified perspective. We show that three points Gromov–Witten invariants can always be …

Abstract We relate Reiner, Tenner, and Yong's coincidental down-degree expectations
(CDE) property of posets to the minuscule doppelgänger pairs studied by Hamaker, Patrias …

We explain how genomic tableaux [Pechenik–Yong'15] are a semistandard complement to
increasing tableaux [Thomas–Yong'09]. From this perspective, one inherits genomic …

We say two posets are doppelgängers if they have the same number of P-partitions of each
height k. We give a uniform framework for bijective proofs that posets are doppelgängers by …

We study the quantum cohomology of adjoint and coadjoint homogeneous spaces. The
product of any two Schubert classes does not involve powers of the quantum parameter …

On the minimal power of q in a Kazhdan–Lusztig polynomial - ScienceDirect Skip to main
contentSkip to article Elsevier logo Journals & Books Help Search My account Sign in View …