论文标题
朝着$ Q的椭圆形变形，t $ -matrix型号
Towards elliptic deformation of $q,t$-matrix models
论文作者
论文摘要
作为构造椭圆矩阵模型的必要步骤，该模型保留了可启动性属性$ <char> \ sim {\ rm char} $，我们建议对特定基因座的椭圆形变形$ p_k^{Δ_n} $，在此属性的精确形式中起着重要作用。建议是将$ p_k^{δ_n} $ - 位置定义为椭圆形函数，正确的渐近函数为$τ\ to i \ infty $。如果该假设是正确的，则可以通过椭圆形GNS替换schur和MacDonald在字符中的作用，并研究其在变形拓扑和$δ$ loci的行为。
As a necessary step in constructing elliptic matrix models, which preserve the superintegrability property $<char>\sim {\rm char}$, we suggest an elliptic deformation of the peculiar loci $p_k^{Δ_n}$, which play an important role in precise formulation of this property. The suggestion is to define the $p_k^{Δ_n}$-loci as elliptic functions with the right asymptotics at $τ\to i\infty$. If this hypothesis is correct, one can move to substituting the Schur and Macdonald functions in the role of characters by the elliptic GNS and study their behavior at the deformed topological and $Δ$ loci.
