On the discriminant of twisted tensor products
arXiv:1606.03105 · doi:10.1016/j.jalgebra.2016.12.019
Abstract
We provide formulas for computing the discriminant of noncommutative algebras over central subalgebras in the case of Ore extensions and skew group extensions. The formulas follow from a more general result regarding the discriminants of certain twisted tensor products. We employ our formulas to compute automorphism groups for examples in each case.
References in corpus (3)
Cited by in corpus (9)
- Discriminants of Taft algebra smash products and applications
- Reflexive hull discriminants and applications
- Root of unity quantum cluster algebras and discriminants
- Zariski cancellation problem for non-domain noncommutative algebras
- Cancellation of Morita and Skew Types
- The finite dual coalgebra as a quantization of the maximal spectrum
- Morita cancellation problem
- Dual coalgebras of twisted tensor products
- Automorphisms for Some "symmetric" Multiparameter Quantized Weyl Algebras and Their Localizations