Asymptotic Properties of Isomonodromic Deformation Equations
发布时间：2022年03月15日
浏览次数：4339
发布者: Wenqiong Li
主讲人： 徐晓濛（北京大学）
活动时间： 从 2022-03-17 15:15 到 17:00
场地： 北京国际数学研究中心，全斋全9教室
Abstract: Painlevé transcendents play the same role in nonlinear mathematical physics as that of classical special functions, like Airy functions, Bessel functions, etc., in linear physics. It is the asymptotic properties and connection formula make Painlevé transcendents as efficient in applications as linear special functions. In this talk, we derive the asymptotic and connection formula for the higher rank analog of Painlevé VI arising from the isomonodromic deformation theory and the study of Frobenius manifolds.
