An Elementary Proof of a Weak Exceptional Zero Conjecture
An Elementary Proof of a Weak Exceptional Zero Conjecture
Abstract In this paper we extend Darmon's theory of “integration on ℋ p × ℋ” to cusp forms f of higher even weight. This enables us to prove a “weak exceptional zero conjecture”: that when the p -adic L -function of f has an exceptional zero at the central point, …