Can I read Tate Duality and Transfer for Symmetric Algebras Over Complete Discrete Valuation Rings on EtoBox?

Tate Duality and Transfer for Symmetric Algebras Over Complete Discrete Valuation Rings by Linckelmann, Markus is a scholarly article available to read on EtoBox.

What is Tate Duality and Transfer for Symmetric Algebras Over Complete Discrete Valuation Rings about?

We show that dualising transfer maps in Hochschild cohomology of symmetric algebras over complete discrete valuations rings commutes with Tate duality. This is analogous to a similar result for Tate cohomology of symmetric algebras over fields. We interpret both results in the broader context of Calabi-Yau triangulated categories.

Author

Linckelmann, Markus

Published

2023

Language

EN