论文标题
乘法顶点代数和量子循环代数
Multiplicative vertex algebras and quantum loop algebras
论文作者
论文摘要
我们定义了顶点结膜的乘法版本，并表明霍尔代数（KHAS）的各种模棱两可的k理论构建也承认了兼容的乘数顶点煤层结构。特别是，对于varagnolo-vasserot的前注射kha是正确的，这是（猜想）与某些量子环代数的同构。
We define a multiplicative version of vertex coalgebras and show that various equivariant K-theoretic constructions of Hall algebras (KHAs) also admit a compatible multiplicative vertex coalgebra structure. In particular, this is true of the preprojective KHA of Varagnolo--Vasserot, which is (conjecturally) isomorphic to certain quantum loop algebras.
