![]() He must hire a refrigeration unit to transport each one. Jim has three requests for frozen ice sculptures, his commission is $10000, $7000 and $5000 respectively. To demonstrate the techniques we can use to control integer programming we will look at a simple integer programming problem: However, if your integer programmes are taking a long time to solve you can use some "tricks" to speed up the branch-and-bound process. This will often be enough to solve many of the problems you will encounter. Specifying variables to be integer or binary in AMPL will cause the solver, e.g., CPLEX, to use mixed-integer programming.
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