They are linear equations, the coeficients are floating points ... the 
simpliest kind of linear equations for solving.   For example

solve([2x + 2y + 3= 0 ,  4.2x + 5y + 1 = 0  ... ] , solution_dict=True)

Here's a real big one 165 unknowns with 165 equations that SAGE's solve 
runs at least 5 times faster than Sympy's solve: 
 http://pastebin.com/cE87W9m3



On Friday, March 8, 2013 12:36:38 AM UTC-7, Aaron Meurer wrote:
>
> What kind of equations are these? Are they linear equations, or 
> polynomial? Are the coefficients rational, floating point, or 
> symbolic. Maybe you could paste an example somewhere. 
>
> solve being slow is a real problem. To fix it, we need to figure out 
> what part is slowing it down, and either make it faster or figure out 
> if it can be removed for that computation. 
>
> Aaron Meurer 
>
> On Thu, Mar 7, 2013 at 10:57 PM, ThanhVu Nguyen 
> <[email protected] <javascript:>> wrote: 
> > I concur,  the "solve in Sympy is very slow comparing to the "solve" 
> > function in Sage.  Doesn't need to come up with any special example, 
>  just 
> > try to solve over 20 unknowns and so and you will see the difference. 
> > 
> > One of my problem requires solving for 248 eqts for 164 unknowns. Here's 
> the 
> > time:  with SAGE 4.5.1 : 82.8926379681 secs, with Sympy 0.7.2: 
> 557.724228144 
> > secs.    Both give the exact same solution so no problem on soundness. 
> > 
> > I don't like using Sage because it's inconvenient to ask the users to 
> > download the huge package,  but my stuff relies on equation solvings so 
> I 
> > have to stick with Sage. 
> > 
> > 
> > 
> > On Sunday, February 24, 2013 3:15:27 AM UTC-7, Alessandro Bernardini 
> wrote: 
> >> 
> >> Hello, 
> >> 
> >> i have to solve systems of linear algebraic equations (nodal equations 
> >> from circuit theory). 
> >> I tried examples witch 7 unknowns and a lot of symbolic parameters: i 
> >> obtain 7 equations in the 7 unknowns (and with the symbolic 
> parameters). 
> >> Then i solve for the 7 unknowns: sympy solve simply runs "out of time". 
> >> For 3 unknowns in 3 equations the results are computed after a few 
> >> minutes. For 7 unknowns in 7 equations i had to stop the computation. 
> >> 
> >> Sage math does it in much lesser time. 
> >> 
> >> I have tried manual=True simplify=False and other options and i always 
> >> have the same performance problem. 
> >> 
> >> Can someone help ? 
> >> 
> >> Thanks 
> >> 
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