Computing the analytic $p$-adic $L$-function via modular symbols in MAGMA I need to compute the analytic $p$-adic $L$-function of an elliptic curve at a prime $p$ via modular symbols using MAGMA. In SAGE this is E.padic_lseries(p).series(n) where n is the precision to which the series is computed. So please give me the code for MAGMA. 

As far as I know there is no code to solve this problem distributed with Magma as standard. Your choices are: use the Sage implementation; implement the algorithms in Magma for yourself; or find someone who has appropriate Magma code and persuade them to share it with you. 
EDIT. This answer is totally wrong, as ccorn's comment above shows. I had apparently been looking at an old version of the Magma handbook. Ignore what I said and follow the link in the comment.
