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This paper introduces a practical approach to multiple-shift manpower scheduling by presenting an algorithm that applies the approach to a large and common class of problems. The algorithm constructs schedules that utilize no more than the minimum number of workers necessary for a schedule satisfying constraints that include two offdays each week, a specified number of offweekends in any fixed number of consecutive weekends, a maximum of six consecutive work shifts and different staffing demands for each type of shift. We discuss the application of the approach to several other classes of manpower scheduling problems.
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Papers that cite the same references — the relational fallback while embeddings are still backfilling.
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