< Back to previous page

Project

Complex and remainder Tauberian theory

The first goal is to make a comprehensive study of boundary singularities and their effect in major complex Tauberian theorems for Laplace transforms. The second goal is to obtain rapid remainders in such theorems. The third goal is to develop a general theory for remainders in Wiener type theorems via a Fourier multiplier approach.

Date:1 Oct 2014 →  30 Sep 2018
Keywords:Tauberian theorems, Laplace transform
Disciplines:Analysis, Functions of a complex variable, Approximations and expansions, Sequences, series, summability, Integral transforms, operational calculus, Real functions, Number theory