> I am using GLPK to solve mixed linear integer programing problem for a 
> large problem,
> I am wodering what is the maximum size that the solver can handle?
> 

There is no artificial limit. However, if your problem is hard (for
example, many combinatorial problems are hard), even a small-sized
instance may require too much time to be solved to optimality. Please
see mip benchmarks included in glpk distribution (subdirectory doc).


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