On Wednesday, June 10, 2015 at 10:16:19 AM UTC+3, M.H. wrote:
> >> I know that obviously coding a solution to LP is much harder than the 
> >> simple analysis of this specific problem.
> 
> I think, GNU Octave + GLPK are acceptable tools in this contest (as both of 
> them are open-source and free), so solving a LP (and MILP) problem is as hard 
> as filling three matrices and calling one function. Correct me if I am wrong.
> 
> 

Obviously you are right.

A few questions, if you may:

1. Do you know if octave and GLPK run smoothly on windows? Never heard of GLPK 
and I always had the impression that Octave is only for linux, but I search 
around and see that I may have been wrong about that.

2. Is it possible to call such methods from another language? Specifically 
python, which is my bestest and most favorite language of use? Is it easy?

3. Is it possible to have complete accuracy in octave/glpk when handling 
fractions? I have that option in python using the Fraction class, but I am not 
sure how many other languages have such classes...

Thanks

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