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For the moment, obtaining LP solution for a MIP problem is not possible, unless you define a cut separation callback. I believe, this is a standard behaviour for mathematical programming solvers. However, you can define your problem as an LP (all variables should be continuous, and not integer), and then you will get the LP solution. The LP solution is projected to the space of original (JuMP) variables. If you want to obtain the original non-projected solution (i.e., a value of every column in the solution), you should use the BlockDecomposition.getsolutions() function.
Unfortunately, for the moment, the time limit is taken into account only in the branch-and-bound algorithm, and not inside the column generation algorithm. Thus if solving the LP relaxation by the column generation takes more time than the time limit, the algorithm will not stop until the column generation termination. But you can define a limit on the number of column generation iterations to "approximate" the time limit.
Is your feature request related to a problem? Please describe.
Hi,
Thanks for providing such an amazing package!
I have two questions:
The model I am solving is so huge, that the algorithm was not finding any primal feasible solution, though the gap between DB and mlp was very small.
Is there any way to retrieve this mlp solution from the solver? (so I can use some heuristics to use this solution for my problem.)
Unfortunately, the algorithm did not stop despite the timelimit parameter I provided. Do you have any suggestion here?
Thanks a lot, and have a great day!!
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