具有$W(D_6^{(1)})$对称性的二元偏微分系统和二元Garnier系统
Partial Differential system in two variables with $W(D_6^{(1)})$-symmetry and the Garnier system in two variables
摘要：
本文将二元Garnier系统与具有$W(D_6^{(1)})$ -对称性的二元四维偏微分系统进行比较。两个系统在变量$q_1,q_2$的每一次紧化上都是不同的，但在变量$p_1,p_2$上有相同的五个全纯条件.
英文摘要：
In this note, we will compare the Garnier system in two variables with four-dimensional partial differential system in two variables with $W(D_6^{(1)})$-symmetry. Both systems are different in each compactification in the variables $q_1,q_2$, however, has same five holomorphy conditions in the variables $p_1,p_2$.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
