论文标题
$ 2 \ times 2 $ fuchsian Systems及其WKB扩展的单肌符号直肠形态的生成功能
Generating function of monodromy symplectomorphism for $2\times 2$ Fuchsian systems and its WKB expansion
论文作者
论文摘要
我们研究了$ 2 \ times 2 $线性微分方程系统的WKB扩展，具有四个紫红色的奇异性。主要的重点是单骨符号切除型的生成功能，根据最近的论文，该函数与Jimbo-Miwa Tau功能密切相关。我们计算生成函数的WKB扩展的前三个术语，并建立了与Bergman Tau功能的链接。
We study the WKB expansion of $2\times 2$ system of linear differential equations with four fuchsian singularities. The main focus is on the generating function of the monodromy symplectomorphism which, according to a recent paper is closely related to the Jimbo-Miwa tau-function. We compute the first three terms of the WKB expansion of the generating function and establish the link to the Bergman tau-function.
