TL;DR
This paper presents a precise convexity bound for L-functions that satisfy a functional equation and possess an Euler product, advancing the understanding of their growth and behavior.
Contribution
It provides a sharp convexity estimate for a broad class of L-functions, improving previous bounds and techniques.
Findings
Established a new convexity bound for L-functions
Enhanced understanding of L-function growth behavior
Applicable to L-functions with functional equations and Euler products
Abstract
We give a sharp convexity estimate for L-functions which have a functional equation and an Euler product.
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