Showing math.FAShow all
3 papers · 1 filter
math.FA2024
Finitely -generated associative and Hopf algebras
Oleg Aristov
We introduce finitely -generated algebras, which can be treated as `algebras of functions' on non-commutative -differentiable spaces. Our approach uses the cate…
math.FA2023
On density of polynomials in the algebra of holomorphic functions of exponential type on a linear Lie group
Oleg Aristov
It is shown by the author in [J. Lie Theory 29:4, 1045-1070, 2019] that for every connected linear complex Lie group the algebra of polynomials (regular functions) is dense in the…
math.FA2002
Operator biflatness of the Fourier algebra and approximate indicators for subgroups
Oleg Yu. Aristov, Volker Runde, Nico Spronk
We investigate if, for a locally compact group , the Fourier algebra is biflat in the sense of quantized Banach homology. A central role in our investigation is played by…