论文标题
迈向KAC -Van de Leur猜想：超符号代数的局部性
Towards Kac - van de Leur conjecture: locality of superconformal algebras
论文作者
论文摘要
我们证明了超符号代数的局部性：每个pluperfect超符号代数都由有限的相互局部分布家族的系数跨越。我们还介绍了准波森代数，并表明它们可用于构建所有已知的简单超符号代数。
We prove locality of superconformal algebras: every pluperfect superconformal algebra is spanned by coefficients of a finite family of mutually local distributions. We also introduce quasi-Poisson algebras and show that they can be used to construct all known simple superconformal algebras.
