Hardstop intlinprog & return the current solutions
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Hi,
I am trying to use intlinprog to optimize a production schedule for three different goods with six different product configuration. I have used the problem-based approach for my solution & I am pretty confident on correctness of my code. I would like to hardstop intlinprog after some iterations of Branch & Bound.
I tried changing the MaxTime & RelativeGapTolerance using optimoptions, but I am getting errors all the time. I think I am not able to correctly associate the options in the problem structure. Can somebody help me with that.
An example code snippet to illutrate the problem is-:
x = optimvar('x');
y = optimvar('y');
prob = optimproblem;
f = exp(x)*(8x+3y + 1);
prob.Objective = f;
cons1 = x + y >= 1.5;
cons2 = 5x-3y >= -10;
prob.Constraints.cons1 = cons1;
prob.Constraints.cons2 = cons2;
z=prob2struct(prob);
soln=intlinprog(z);
Note-: This is not my code, just included an example so that someone can show me how to integrate options in intlinprog when input is problem structures.
Questions-:
1) Can someone show me how to change the default Maxtime or relative tolerance to stop the run after some iterations & return the current values of variable?
2) I read somewhere that default MaxTime for intlinprog is 7200 hrs. So shouldn't the program stop after that time & give you the current results automatically?
2 Comments
Accepted Answer
Alan Weiss
on 22 Oct 2021
Edited: Alan Weiss
on 22 Oct 2021
You don't have to call prob2struct to solve your problem. Just call
[sol,fval] = solve(prob,'Options',opts)
Now, what should opts contain? Try this:
opts = optimoptions('intlinprog','MaxNodes',1e5); % The default value is 1e7
I don't know whether this will give you what you want, but it sounds like what you have been trying. You could also try
opts = optimoptions('intlinprog','MaxTime',10*60); % 10 minutes instead of 120
For options details, see intlinprog options. You could also consult Tuning Integer Linear Programming.
Alan Weiss
MATLAB mathematical toolbox documentation
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