Q: I've got a model that is working correctly. It includes a positive variable x(metals), which contains the results I'm seeking. I thought it might be interesting to restrict X to increments of a quarter of a unit. For example, x = 1, 1.25, 1.5, 1.75, 2, etc. would be encouraged, while x = 1.35, 1.47, etc., would be discouraged.
Contributed by Arne Drud: You will need an integer variable. An addition of something like this should work:
Integer variable y; equation y2xdef; y2xdef .. x =E= 1 + 0.25*y;
You should note, that if your original model was an LP the new model is a MIP model, and the solution time could be much larger. Also note, the default upper bound on an integer variable is 100 which will translate into an upper bound on x of 1+0.25*100 = 26. If you have larger x-values you can increase the upper bound on y, but rounding for large X-values does not make much sense.