
Research Article
A MOEAD-Based Approach to Solving the Staff Scheduling Problem
@INPROCEEDINGS{10.1007/978-3-030-67540-0_7, author={Feng Hong and Hao Chen and Bin Cao and Jing Fan}, title={A MOEAD-Based Approach to Solving the Staff Scheduling Problem}, proceedings={Collaborative Computing: Networking, Applications and Worksharing. 16th EAI International Conference, CollaborateCom 2020, Shanghai, China, October 16--18, 2020, Proceedings, Part II}, proceedings_a={COLLABORATECOM PART 2}, year={2021}, month={1}, keywords={Multi-objective optimization MOEAD Staff scheduling NP-hard}, doi={10.1007/978-3-030-67540-0_7} }
- Feng Hong
Hao Chen
Bin Cao
Jing Fan
Year: 2021
A MOEAD-Based Approach to Solving the Staff Scheduling Problem
COLLABORATECOM PART 2
Springer
DOI: 10.1007/978-3-030-67540-0_7
Abstract
Due to the impact on increase of the utilization efficiency of the staff and decrease of operating cost of enterprises, the staff scheduling problem has attracted the interests of many scholars. Actually, the staff scheduling problem can be considered to be how to assign the right staff to the right shift on the right time period based on constraints, meanwhile the objectives should be optimized. Hence, designing an algorithm to satisfy all the requirements mentioned above is challenging. First, there are prohibitive combinations of assigning the staff to shifts from a sheer numbers perspective; Next, there are potential conflicts among optimization objectives, which means objectives may not reach the optimization at the same time and the optimal schedule can not be found; Finally, rare work about the fairness of optimization objectives has been studied. The existing works usually focus on optimization objectives in total, ignoring the fairness of them. A schedule with best optimization objectives can not provide the highest fairness. Hence, we propose an approach based on multi-objective evolutionary algorithm based on decomposition (MOEAD) to solve the staff scheduling problem in the fairness aspect. A series of experiments are performed and prove that the proposed method can effectively find the schedule with fairness.