1979
DOI: 10.1080/05695557908974473
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Staff Scheduling with Day-Off and Workstretch Constraints

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Cited by 33 publications
(13 citation statements)
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“…Burns and Carter [5] use an iterative approach to deal with a situation where the employee requirement varies for each day of the week, each employee gets exactly 2 days off in a week, receives at least A out of every B weekends off, and has a maximum work stretch of 6 days. Their research generalizes the works of Brownell and Lowerre [3], Lowerre [10], Baker and Magazine [1], Burns [4], and Baker, Burns, and Carter [2]. Iterative scheduling algorithms differ from cyclic scheduling algorithms in that the long-run schedules experienced by individual workers need not be identical.…”
Section: Introductionmentioning
confidence: 87%
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“…Burns and Carter [5] use an iterative approach to deal with a situation where the employee requirement varies for each day of the week, each employee gets exactly 2 days off in a week, receives at least A out of every B weekends off, and has a maximum work stretch of 6 days. Their research generalizes the works of Brownell and Lowerre [3], Lowerre [10], Baker and Magazine [1], Burns [4], and Baker, Burns, and Carter [2]. Iterative scheduling algorithms differ from cyclic scheduling algorithms in that the long-run schedules experienced by individual workers need not be identical.…”
Section: Introductionmentioning
confidence: 87%
“…R3: The first day off for a T 3 employee may be shifted right with any compensatory leftward shift, provided that the first day off for all T 3 employees occurs more than 1 day earlier in the week than the last days off for all T 2 and T 4 employees [X 3 (1) shifted right with any compensatory leftward shift, provided that Max{X 3 (1)} / 1 õ Min{X 2 (2)} and Max{X 3 (1)} / 1 õ Min{X 4 (3)}]. R4: The last day off for a T 2 employee may be shifted left with any compensatory rightward shift, provided that the last day off for all T 2 employees occurs more than 1 day later in the week than the first day off for all T 3 and T 4 employees [X 2 (2) shifted left with any compensatory rightward shift, provided that Min{X 2 (2)} ú Max{X 3 (1)} / 1 and Min{X 2 (2)} ú…”
Section: R1mentioning
confidence: 99%
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