Chengyuan Ma

collaborators

2 papers

math.RA2023

Invariants of Quantizations of Unimodular Quadratic Polynomial Poisson Algebras of Dimension 3

Chengyuan Ma

Let $P = k [x_{1}, x_{2}, x_{3}]$ be a unimodular quadratic Poisson algebra, with its Poisson bracket written as ${x_{i}, x_{j}} = k, l \sum c_{i, j}^{k, l} x_{k} x_{l}$ , $1 \leq…

math.RA2023

Invariants of Unimodular Quadratic Polynomial Poisson Algebras of Dimension 3

Chengyuan Ma

Let $P = k [x 1, x 2, x 3]$ be a unimodular quadratic Poisson algebra and let $G$ be a finite subgroup of the graded Poisson automorphism group of $P$ . In this paper, we prove a vari…