Project

Advances in Tauberian theory

Code
1249624N
Duration
01 November 2023 → 31 October 2026
Funding
Research Foundation - Flanders (FWO)
Research disciplines
  • Natural sciences
    • Number theory
    • Integral transforms, operational calculus
    • Sequences, series, summability
Keywords
Beurling-Selberg problem Beurling generalized prime numbers Tauberian theory
 
Project description

The project has two main objectives, both situated in a unified program for Tauberian theory. The first one is to develop a Tauberian theory for general integral transforms under versatile flexible Tauberian conditions that is able to handle complex information on the integral transform. The second objective is to solve the asymmetric Beurling-Selberg problem.