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Analysis of 'hiring above the median': a 'Lake Wobegon' strategy for the hiring problem

机译:分析“招聘中位于中位数”:招聘问题的“Wobegon湖”策略

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The hiring problem is a recent research problem, which has been introduced and studied first by Broder et al. [2] in 2008. It belongs to the category of on-line decision making under uncertainty. In such kind of research, the input is a sequence of instances and a decision must be taken for each instance depending on the instances seen so far while no information on the future is available. The hiring problem can be considered as a natural extension of the well-known secretary problem [4], where the employer is now looking for many candidates rather than only one (as it is the case for the secretary problem). Here the goal is to design some hiring strategy to meet the demands of the employer, which essentially are to obtain a good quality staff at a reasonable hiring rate, which is a main difference to the secretary problem, where an optimization policy, namely the demand of hiring the best candidate, occurs. Broder et al. introduced two so-called "Lake Wobegon strategies", namely "hiring above the current mean" and "hiring above the current median", applied for a continuous probabilistic model for the sequence of scores of the candidates.
机译:招聘问题是最近的研究问题,它首先由Broder等人引入和研究。 [2] 2008年。它属于不确定性下的在线决策类别。在这种研究中,输入是一系列实例,必须根据到目前为止所见的实例,同时没有有关未来的信息,因此必须采取决定。招聘问题可以被视为着名秘书问题的自然延伸[4],雇主现在正在寻找许多候选人而不是一个(就像秘书问题的情况一样)。这里的目标是设计一些招聘战略,以满足雇主的要求,这主要是以合理的招聘率获得优质的员工,这是秘书问题的主要区别,在那里优化政策,即需求。雇用最好的候选人。 Broder等人。介绍了两个所谓的“Wobegon策略”,即“招聘目前的平均值”和“招聘当前中位数”,申请了候选人分数序列的连续概率模型。

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