Critical slope p-adic L-functions of CM modular forms

Details Critical slope p-adic L-functions of CM modular forms Critical slope p-adic L-functions of CM modular forms

2011-12-23

arxiv.org/abs/1112.5579v1

Mathematics

Number Theory

14 pages

Scientific paper

For ordinary modular forms, there are two constructions of a p-adic L-function attached to the non-unit root of the Hecke polynomial, which are conjectured but not known to coincide. We prove this conjecture for modular forms of CM type, by calculating the the critical-slope L-function arising from Kato's Euler system and comparing this with results of Bellaiche on the critical-slope L-function defined using overconvergent modular symbols.

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