论文标题
$ b_ {n} $和$ g_ {2} $的Shuffle代数的专业图
Specialization maps for shuffle algebras of type $B_{n}$ and $G_{2}$
论文作者
论文摘要
我们使用专业图定义了Feigin-odesskii的feigin-odesskii型代数的过滤代数，从而将结果推广到Negut和tsymbaliuk给出的A_N类型中。这些过滤与B_N和G_2类型的量子电流代数的一类PBW类型碱基兼容。
We define a filtration of Feigin-Odesskii's shuffle algebras of type B_n and G_2 using specialization maps, generalizing the results in type A_n case given by Negut and Tsymbaliuk. These filtrations are compatible with a class of PBW type bases for the quantum current algebras of type B_n and G_2.
