#10973: Integral points on elliptic curves over number fields
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   Reporter:  justin           |          Owner:  cremona                       
                  
       Type:  enhancement      |         Status:  needs_review                  
                  
   Priority:  major            |      Milestone:                                
                  
  Component:  elliptic curves  |       Keywords:                                
                  
Work_issues:                   |       Upstream:  N/A                           
                  
   Reviewer:                   |         Author:  Justin Walker, Aly Deines, 
Jennifer Balakrishnan
     Merged:                   |   Dependencies:                                
                  
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Changes (by aly.deines):

  * status:  needs_work => needs_review


Comment:

 Trac10973.4.patch addresses everything in report.txt.

 This returns the same result as the original integral_points over `Q` with
 all curves of conductor up to 1000 (and also agrees with Magma).  This
 also finds the missing points referred to in ticket #10152.

 We compared times on all curves over `Q` of conductor less then 1000; the
 original implementation was usually 2 to 8
 times faster, though in certain instances it did not find all integral
 points (this was ticket #10152).  So this is a bit of a slowdown.

 If `E` is a curve over `Q`, then E.integral_points() calls the method in
 ell_rational_points.py (the previous, faster, not always correct, method).

-- 
Ticket URL: <http://trac.sagemath.org/sage_trac/ticket/10973#comment:12>
Sage <http://www.sagemath.org>
Sage: Creating a Viable Open Source Alternative to Magma, Maple, Mathematica, 
and MATLAB

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