论文标题
具有两个奇异性的本地操作：$ \ mathfrak {sl}（2）$的情况
Local opers with two singularities: the case of $\mathfrak{sl}(2)$
论文作者
论文摘要
我们为Lie代数SL（2）的情况研究了具有两个奇异性的当地操作，并与仿射代数的两种变量扩展讨论了它们的联系。我们证明了Feigin-Frenkel定理的类似物，该定理描述了临界级别的中心，以及Frenkel和步态的结果的类似物，其表征了Weyl模块的内态态度，这些功能在OPERS空间上的功能。
We study local opers with two singularities for the case of the Lie algebra sl(2), and discuss their connection with a two-variables extension of the affine Lie algebra. We prove an analogue of the Feigin-Frenkel theorem describing the centre at the critical level, and an analogue of a result by Frenkel and Gaitsgory that characterises the endomorphism rings of Weyl modules in terms of functions on the space of opers.
