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math.FA2019
Homological dimensions of smooth crossed products
Petr Kosenko
In this paper we provide upper estimates for the global projective dimensions of smooth crossed products for and and a self…
math.FA2017
The Arens-Michael envelopes of Laurent Ore extensions
Petr Kosenko
For an Arens-Michael algebra we consider a class of --bimodules which are invertible with respect to the projective bimodule tensor product. We call such bimo…
math.FA2017
Homological dimensions of analytic Ore extensions
Petr Kosenko
If is an algebra with finite right global dimension, then for any automorphism and -derivation the right global dimension of satisfies \[ \text{rgld} \,…