Yin Chen

most citedGeneralized derivations of

ω

-Lie algebras

3 citations · 3 across the 1 of their papers we have counts for

collaborators

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4 papers · 1 filter

math.RA2026

Geometry and classifications of some $ω$ -Lie algebras

Yin Chen, Shan Ren, Runxuan Zhang

Using group actions and orbit-stabilizer methods, we study the geometry of isomorphism classes of finite-dimensional $ω$ -Lie algebras over a field $K$ of characteristic $\…

math.RA2026

Rota-Baxter operators on $ω$ -Lie algebras

Yin Chen, Shan Ren, Jiawen Shan +1

This article explores Rota-Baxter operators on finite-dimensional $ω$ -Lie algebras over a field of characteristic not 2. We provide several methods for constructing left-symmetric…

math.RA2025★ 3 cited

Generalized derivations of $ω$ -Lie algebras

Yin Chen, Shan Ren, Jiawen Shan +1

This article explores the structure theory of compatible generalized derivations of finite-dimensional $ω$ -Lie algebras over a field $K$ . We prove that any compatible quas…

math.RA2024

Deformations of left-symmetric color algebras

Yin Chen, Runxuan Zhang

We develop a deformation theory for finite-dimensional left-symmetric color algebras, which can be used to construct new algebraic structures and interpret left-symmetric color coh…

Geometry and classifications of some ω-Lie algebras

Rota-Baxter operators on ω-Lie algebras

Generalized derivations of ω-Lie algebras

Deformations of left-symmetric color algebras

Geometry and classifications of some $ω$ -Lie algebras

Rota-Baxter operators on $ω$ -Lie algebras

Generalized derivations of $ω$ -Lie algebras