论三级马尔可夫人力系统的可选结构

Vincent A. Amenaghawon, V. Ekhosuehi, A. Osagiede
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引用次数: 1

摘要

本文考虑了一个马尔可夫链背景下的人力系统模型,该模型的条件是通过招聘来取代流出的人力。本文研究了三级人力系统的可嵌入性问题,并从生成函数(即随机矩阵的z变换)的角度对其进行了研究。该方法构造了一个由极限状态概率矩阵和瞬态矩阵的部分和组成的随机矩阵。提供了示例来说明该方法的实用性。
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On the Alternative Structures for a Three-Grade Markov Manpower System
: This paper considers a manpower system modelled within the Markov chain context under the condition that recruitment is done to replace outgoing flows. The paper takes up the embeddability problem in a three-grade manpower system and examines it from the standpoint of generating function (i.e., the z-transform of stochastic matrices). The method constructs a stochastic matrix that is made up of a limiting-state probability matrix and a partial sum of transient matrices. Examples are provided to illustrate the utility of the method.
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