# HG changeset patch
# User Peter Bruin <P.Bruin@warwick.ac.uk>
# Date 1384885224 0
# Node ID fe6c1f2a7c7c26e0acafc1a58946ebdf55377fa2
# Parent d5136d773bdb8468e11e978d16ca5d08e4dc7fa6
Trac 15299: replace page number by section number in Cohen reference
diff git a/sage/schemes/elliptic_curves/lseries_ell.py b/sage/schemes/elliptic_curves/lseries_ell.py
a

b


383  383  def at1(self, k=None, prec=None): 
384  384  r""" 
385  385  Compute `L(E,1)` using `k` terms of the series for `L(E,1)` as 
386   explained on page 406 of Henri Cohen's book "A Course in Computational 
387   Algebraic Number Theory". If the argument `k` is not specified, 
388   then it defaults to `\sqrt(N)`, where `N` is the conductor. 
 386  explained in Section 7.5.3 of Henri Cohen's book "A Course in 
 387  Computational Algebraic Number Theory". If the argument `k` 
 388  is not specified, then it defaults to `\sqrt(N)`, where `N` is 
 389  the conductor. 
389  390  
390  391  INPUT: 
391  392  
… 
… 

530  531  Compute `L'(E,1)` using `k` terms of the series for `L'(E,1)`, 
531  532  under the assumption that `L(E,1) = 0`. 
532  533  
533   The algorithm used is from page 406 of Henri Cohen's book ``A 
534   Course in Computational Algebraic Number Theory.'' 
 534  The algorithm used is from Section 7.5.3 of Henri Cohen's book 
 535  ``A Course in Computational Algebraic Number Theory.'' 
535  536  
536  537  INPUT: 
537  538  