陈景润讨论班报告

报告人： Takao Komatsu （Wuhan University)

题  目：Lehmer's generalized Euler numbers with their applications

时  间：2018.06.26（星期二）, 10:00--11:00                       

地  点：数学院南楼N620室

摘  要：Lehmer's generalized Euler numbers $\{W_n\}$ are defined in 1935 by Lehmer by using cubic roots of unity, as a generalization of Euler numbers. In 1875, Glaisher gave several interesting determinant expressions of Bernoulli, Euler and some more numbers. In this talk, Lehmer's generalized Euler numbers and its triplets siblings are presented to give certain congruence properties and their expression in terms of determinants.