Yuhui Tan

collaborators

2 papers

math.RA2026

The Pozhidaev and Cantarini--Kac Constructions of Simple $n$ -Lie Algebras: Distinctions and Realizations

Xinru Cao, Bakhrom A. Omirov, Yuhui Tan

Let $n \geq 3$ , let $H \subseteq C^{n}$ be any additive subgroup spanning $C^{n}$ , and let $0 \neq = t \in H$ . We study Pozhidaev's central simple $n$ -Lie algebra $P(H,t)=\wi…

math.RA2026

Post-Lie conformal algebra structures on Lie conformal algebras

Lamei Yuan, Yuhui Tan

In this paper, we introduce and study post-Lie conformal algebras (PLCAs), a generalization of post-Lie algebras to conformal algebras. We establish an equivalence between PLCA str…

The Pozhidaev and Cantarini--Kac Constructions of Simple n-Lie Algebras: Distinctions and Realizations

Post-Lie conformal algebra structures on Lie conformal algebras

The Pozhidaev and Cantarini--Kac Constructions of Simple $n$ -Lie Algebras: Distinctions and Realizations