Using the non-semisimple Temperley–Lieb calculus, we study the additive and monoidal
structure of the category of tilting modules for SL 2 in the mixed case. This simultaneously …

Growth Rates of the Number of Indecomposable Summands in Tensor Powers Page 1
Algebras and Representation Theory (2024) 27:1033–1062 https://doi.org/10.1007/s10468-023-10245-7 …

We introduce the oriented Brauer–Clifford and degenerate affine oriented Brauer–Clifford
supercategories. These are diagrammatically defined monoidal supercategories that …

Let V be a free module of rank n over a commutative ring. We prove that tensor space V⊗ r
satisfies Schur–Weyl duality, regarded as a bimodule for the action of the group algebra of …

The classical case of Schur–Weyl duality states that the actions of the group algebras of GLn
and Sd on the dth-tensor power of a free module of finite rank centralize each other. We …

Characteristic-free resolutions of Weyl and Specht modules Page 1 Available online at www.sciencedirect.com
Advances in Mathematics 229 (2012) 2578–2601 www.elsevier.com/locate/aim …

The rook monoid, also known as the symmetric inverse monoid, is the archetypal structure
when it comes to extend the principle of symmetry. In this paper, we establish a Schur–Weyl …

Full article: Schur-Weyl duality for toroidal algebras of type A Skip to Main Content Taylor and
Francis Online homepage Browse Search Publish James McAuley Your account Account …

Abstract In 2012 Raghavan, Samuel, and Subrahmanyam showed that the Kazhdan–Lusztig
basis for the Iwahori–Hecke algebra in type A provides a “canonical” basis for the centraliser …

We show that the codimension sequence of the algebra of k× k matrices over the
Grassmann algebra, cn (M k (E)), is asymptotic to α n 1− k 2 2 (2 k 2) n, where α is an …