A number of projects must be carried out in a shop, and each project j
must start and finish within a time window [rj , dj ]. Once started, the project
must run pj days without interruption. Only one project can be underway at
any one time. Each month, the shop is shut down briefly to clean and maintain
the equipment, and no project can be in process during this period. The goal
is to find a feasible schedule. Formulate this problem and indicate how to solve
it with logic-based Benders decomposition. Hint: Let each month’s schedule
be a subproblem.
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