Ceiling function for objective function in MILP optimization
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Hi.
I am using intlinprog to optimise a room allocation schedule for an event. My variables are all integers.
I need to minimise the cost of running this event. Cost is incurred for multiples of 28 people in a room. For example having a room with 0-28 people costs 15$, a room with 29-56 people costs 30$.
I figured I could use the a ceiling function to round up (# of people / 28) to the closest integer, but I cont find a way to incorporate this into the objective function.
Is it possible to use ceiling, or is there a workaround?
Any ideas would be appreciated.
Thanks for reading my question. M
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