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首页> 外文期刊>Communications in Statistics >The Input Evaluation of Generalized Bernoulli Processes for Salary Lines Construction by Means of Continuous Time Generalized Non-Homogeneous Semi-Markov Processes
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The Input Evaluation of Generalized Bernoulli Processes for Salary Lines Construction by Means of Continuous Time Generalized Non-Homogeneous Semi-Markov Processes

机译:连续时间广义非齐次半马尔可夫过程在薪水线构建中广义伯努利过程的输入评估

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摘要

Salary line forecasting assumes a relevant role in manpower and in pension funds Previously, the authors presented a generalized Bernoulli process, useful for forecasting the evolution of salary lines, taking into account the salary costs, the number of workers at each rank and the probability transitions between the ranks. The problem with applying this model is constructing the probability of transition between the grades. In this article, we will present a model that allows obtaining these probabilities by means of the solution of the evolution equation of a generalization of continuous time non-homogeneous semi-Markov processes.
机译:工资线预测在人力和养老基金中起着重要的作用。以前,作者提出了一个广义的伯努利过程,该过程可用于预测工资线的演变,同时考虑了工资成本,每个级别的工人人数和概率转变。在队伍之间。应用此模型的问题在于构建年级之间的过渡概率。在本文中,我们将提供一个模型,该模型允许通过连续时间非齐次半马尔可夫过程的推广的演化方程的解来获得这些概率。

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