论文标题
摩尔斯匹配方法
Morse matching method for conformal cohomologies
论文作者
论文摘要
我们将离散的代数摩尔斯理论应用于关联保形代数的Hochschild共同体的计算。例如，我们评估了Virasoro lie Condormal代数的通用联想形式$ u（3）$相对于具有标量系数的生成器上的$ n = 3 $的尺寸。
We apply discrete algebraic Morse theory to the computation of Hochschild cohomologies of associative conformal algebras. As an example, we evaluate the dimensions of the universal associative conformal envelope $U(3)$ of the Virasoro Lie conformal algebra relative to the associative locality $N=3$ on the generator with scalar coefficients.
