Can I read Upper bounds on L-functions at the edge of the critical strip on EtoBox?

Upper bounds on L-functions at the edge of the critical strip by Li, Xiannan is a scholarly article available to read on EtoBox.

What is Upper bounds on L-functions at the edge of the critical strip about?

The problem of finding upper bounds for L-functions at the edge of the critical strip has a long and interesting history. Here, the situation for classical L-functions such as Dirichlet L-functions is relatively well understood. The reason for this is because the size of the coefficients of these L-functions is known to be small. Although L-functions are generally expected to have coefficients which are bounded by a constant at the primes, this has only been proven for a small class of familiar examples. Our main focus here is on the problem of finding upper bounds for L-functions for which we have comparatively bad bounds for the size of the coefficients.

Author

Li, Xiannan

Published

2009

Language

EN