4 papers · 1 filter
FRT Construction and Equipped Quantum Linear Spaces
Sergio D. Grillo
We show there exists a rigid monoidal category formed out by quantum linear spaces with an additional structure, such that FRT bialgebras and corresponding rectangular generalizati…
Generalized twisted coHom objects
Sergio D. Grillo
A generalization of the concept of twisted internal coHom object in the category of conic quantum spaces (c.f. math.QA/0112233) was outlined in math.QA/0202205. The aim of this art…
Twisting of quantum spaces and twisted coHom objects
Sergio D. Grillo
Twisting process for quantum linear spaces is defined. It consists in a particular kind of globally defined deformations on finitely generated algebras. Given a quantum space (A_1,…
Twisted Internal coHom Objects in the Category of Quantum Spaces
S. Grillo, H. Montani
Adapting the idea of twisted tensor products to the category of finitely generated algebras, we define on its opposite, the category QLS of quantum linear spaces, a family of objec…