报告时间：2025年11月1日，14:00-15:00

报告地点：苏州大学本部精正楼103

报告人：Michael J. Schlosser（University of Vienna)

摘要：

We derive expansions for a bilateral extension of the Ramanujan function and consider so-called m-extensions of that function, hereby extending work by Garrett, Ismail and Stanton, by Bowman, McLauphlin and Wyshinski, and more recently, by Ismail and Zhang. The presented material is based on joint work with Mourad Ismail and dedicated to the memory of Ruiming Zhang.

报告人简介：

Michael J. Schlosser is currently an Associate Professor in Mathematics at the University of Vienna. He did his PhD in Vienna under the supervision of Christian Krattenthaler and has held positions at the Ohio State University, in Columbus, Ohio, USA, and at Northwestern University in Evanston, Illinois, USA, before returning to Vienna. The work of Michael J. Schlosser is centered in combinatorics, special functions and number theory. He is a leading expert in multivariate basic and elliptic hypergeometric series and their connections to combinatorics. He has written almost 100 papers, his publications have appeared in various respected journals among which are Advances in Mathematics, Compositio Mahematica, Transactions of the American Mathematical Society, etc. He is also an editor at the Journal of Mathematical Analysis and Applications, The Ramanujan Journal, Journal of Algebraic Combinatorics, and others. He has further served the community by being a member in various review panels and committees, such as twice in the Sastra Ramanujan Prize Committee.

邀请人：马欣荣