D. Rosso

collaborators

3 papers

math.RT2020

Grothendieck rings of towers of twisted generalized Weyl algebras

Jonas T. Hartwig, Daniele Rosso

Twisted generalized Weyl algebras (TGWAs) $A (R, σ, t)$ are defined over a base ring $R$ by parameters $σ$ and $t$ , where $σ$ is an $n$ -tuple of automorphisms, and $t$ is an $n$ -tuple…

math.RA2019

Classification of twisted generalized Weyl algebras over polynomial rings

Jonas T. Hartwig, Daniele Rosso

Let $R$ be a polynomial ring in $m$ variables over a field of characteristic zero. We classify all rank $n$ twisted generalized Weyl algebras over $R$ , up to $Z^{n}$ -graded…

math.QA2019

Quantum affine wreath algebras

Daniele Rosso, Alistair Savage

To each symmetric algebra we associate a family of algebras that we call quantum affine wreath algebras. These can be viewed both as symmetric algebra deformations of affine Hecke…