Hankel transforms and general monotonicity
Seminar
Speaker
Dr. A. Debernardi, Bar-Ilan University
Date
14/01/2019 - 15:15 - 14:00Add to Calendar
2019-01-14 14:00:00
2019-01-14 15:15:00
Hankel transforms and general monotonicity
We will discuss some problems related to Hankel transforms of \textbf{real-valued} general monotone functions,
some of them generalize previously known results, and some others are completely new. To mention some, we give
a criterion for uniform convergence of Hankel transforms, and we also give a solution to Boas' problem in this
context. In particular, the latter implies a generalization of the well-known Hardy-Littlewood inequality for
Fourier transforms.
2nd floor Colloquium Room, Building 216
אוניברסיטת בר-אילן - Department of Mathematics
mathoffice@math.biu.ac.il
Asia/Jerusalem
public
Place
2nd floor Colloquium Room, Building 216
Abstract
We will discuss some problems related to Hankel transforms of \textbf{real-valued} general monotone functions,
some of them generalize previously known results, and some others are completely new. To mention some, we give
a criterion for uniform convergence of Hankel transforms, and we also give a solution to Boas' problem in this
context. In particular, the latter implies a generalization of the well-known Hardy-Littlewood inequality for
Fourier transforms.
Last Updated Date : 13/01/2019
