On subconvexity bounds for twisted L-functions

Abstract

We prove hybrid subconvexity bounds for a wide class of twisted L-functions $L(s,f\times \chi )$ at the central point, including a new instance of the Weyl subconvexity bound.

References in corpus (4)

• The subconvexity problem for $\GL_{2}$
• Distribution of mass of holomorphic cusp forms
• The fourth moment of Dirichlet $L$-functions along a coset and the Weyl bound
• A generalized cubic moment and the Petersson formula for newforms