A. Stolin

activity

19942022

most citedNew rational solutions of Yang-Baxter equation and deformed Yangians

41 citations · 190 across the 33 of their papers we have counts for

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4 papers · 1 filter

math.RA2022★ 4 cited

Topological Manin pairs and $(n, s)$ -type series

Raschid Abedin, Stepan Maximov, Alexander Stolin

Lie subalgebras of $L = g ((x)) \times g [x] / x^{n} g [x]$ , complementary to the diagonal embedding $Δ$ of $g [[x]]$ and Lagrangian…

math.RA2022★ 1 cited

Topological Lie bialgebra structures and their classification over $g [[x]]$

Raschid Abedin, Stepan Maximov, Alexander Stolin +1

This paper is devoted to a classification of topological Lie bialgebra structures on the Lie algebra $g [[x]]$ , where $g$ is a finite-dimensional simple…

math.RA2001★ 5 cited

An approach to Hopf algebras via Frobenius coordinates II

Lars Kadison, A. A. Stolin

We study a Hopf algebra $H$ , which is finitely generated and projective over a commutative ring $k$ , as a $P$ -Frobenius algebra. We define modular functions in this setting, and pr…

math.RA2001★ 2 cited

An Approach to Hopf Algebras via Frobenius Coordinates I

Lars Kadison, A. A. Stolin

In Section 1 we introduce Frobenius coordinates in the general setting that includes Hopf subalgebras. In Sections 2 and 3 we review briefly the theories of Frobenius algebras and…

Topological Manin pairs and (n,s)-type series

Topological Lie bialgebra structures and their classification over g[[x]]

An approach to Hopf algebras via Frobenius coordinates II

An Approach to Hopf Algebras via Frobenius Coordinates I

Topological Manin pairs and $(n, s)$ -type series

Topological Lie bialgebra structures and their classification over $g [[x]]$