论文标题
量子循环组的任意颤动
Quantum loop groups for arbitrary quivers
论文作者
论文摘要
我们研究量子循环基团的双重构建体和Feigin-odesskii类型的代数代数，为此，箭头参数是任何磁场的任意非零元素。我们的设置的示例包括$ k $ - 码头的理论厅代数，具有0个潜在的Quiver tymy类型的量子循环组和Quiver Quantum toroidal代数。
We study the dual constructions of quantum loop groups and Feigin-Odesskii type shuffle algebras for an arbitrary quiver, for which the arrow parameters are arbitrary non-zero elements of any field. Examples of our setup include $K$-theoretic Hall algebras of quivers with 0 potential, quantum loop groups of Kac-Moody type and quiver quantum toroidal algebras.
