Abstract
An educational institution faced with the operation of several campuses with which to accomplish its many functions also is typically faced with transportation, class scheduling and lost student time as problems directly related to the multi-campus operation. A model using an implicit enumeration approach with bounds on the objective function values is developed with the objective to determine the optimal allocation of indivisible academic departments to each of the several campuses. This allocation minimizes a constructed measure of operating costs while satisfying space availability constraints. Solutions for a three campus and fifty-seven department case are presented.
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