#10682: Upgrade maxima to 5.26
---------------------------------------------+------------------------------
   Reporter:  fmaltey                        |          Owner:  burcin          
          
       Type:  defect                         |         Status:  positive_review 
          
   Priority:  critical                       |      Milestone:  sage-5.0        
          
  Component:  symbolics                      |       Keywords:  maxima 5.26.0 
binomial sum
Work_issues:                                 |       Upstream:  N/A             
          
   Reviewer:  Jean-Pierre Flori, Nils Bruin  |         Author:  Dima Pasechnik  
          
     Merged:                                 |   Dependencies:                  
          
---------------------------------------------+------------------------------
Description changed by jdemeyer:

Old description:

> I test
>
> {{{
> sage: var ('n,k')
> sage: sum (binomial(n,k)*k^2, k, 0, n)  # is right
> sage: sum (binomial(n,k)*k^2, k, 1, n)  # is right n(n+1)2^(n-2)
> sage: sum (binomial(n,k)*k^2, k, 2, n)  # is false : I get 0
> }}}
> This works correctly on Maxima 5.26 - we need to upgrade! The new spkg is
> at
>
> http://perso.telecom-paristech.fr/~flori/sage/maxima-5.26.0.p0.spkg
>
> Install the spkg and apply:
>
>  *   [attachment:trac10682_1.patch]
>  *  [attachment:trac_10682-reviewer.patch]

New description:

 I test

 {{{
 sage: var ('n,k')
 sage: sum (binomial(n,k)*k^2, k, 0, n)  # is right
 sage: sum (binomial(n,k)*k^2, k, 1, n)  # is right n(n+1)2^(n-2)
 sage: sum (binomial(n,k)*k^2, k, 2, n)  # is false : I get 0
 }}}
 This works correctly on Maxima 5.26 - we need to upgrade! The new spkg is
 at

 http://perso.telecom-paristech.fr/~flori/sage/maxima-5.26.0.p0.spkg

 Install the spkg and apply:

  *  [attachment:trac10682_1.patch]
  *  [attachment:trac_10682-reviewer.patch]

--

-- 
Ticket URL: <http://trac.sagemath.org/sage_trac/ticket/10682#comment:81>
Sage <http://www.sagemath.org>
Sage: Creating a Viable Open Source Alternative to Magma, Maple, Mathematica, 
and MATLAB

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