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Climbing Harmony Search Algorithm for Nurse Rostering Problems

机译:攀登和声搜索算法护士起诉问题

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Nurse Rostering Problem (NRP) is a well-known NP-Hard combinatorial optimization problem. The fact is that coping real-world constraints in allocating the shift duties fairly among the available nurses is still a hard task to accomplish. The problem becomes more serious due to the shortage of nurses. Thus, this work aims to tackle this problem by hybridizing an Enhanced Har-mony Search Algorithm (EHSA) with the standard Hill climbing (HC). This hybridization may help to strike the balance between exploration and exploitation in the searching process. The proposed algorithm is called Climbing Harmony Search Algorithm (CHSA) where it applied to solve a real-world NRP dataset, which arises at the Medical Center of Universiti Kebangsaan. The results show that CHSA performs much better than EHSA alone and Basic Harmony Search algorithm (BHSA) in all instances in terms of obtained penalty values (PVs), desirable patterns (DPs) and computational time as well.
机译:护士统计问题(NRP)是一个着名的NP硬组合优化问题。 事实是,应对现实世界的制约因素在可用护士中公平地分配转移职责仍然是一项艰巨的任务。 由于护士短缺,问题变得更加严重。 因此,这项工作旨在通过将增强的Har-Mony搜索算法(EHSA)与标准山攀爬(HC)杂交来解决这个问题。 这种杂交可能有助于在搜索过程中攻读勘探和开发之间的平衡。 该算法称为攀登和声搜索算法(CHSA),在那里它应用于解决现实世界的NRP数据集,它在大学凯班斯省大学的医学中心出现。 结果表明,在获得的罚款值(PVS),理想的模式(DPS)和计算时间方面,CHSA在所有实例中表现出比EHSA单独和基本和声搜索算法(BHSA)更好。

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