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Study on the Model of Construction Accident Forecast Based on Grey-Markov Theory

机译:基于灰色马尔可夫理论的施工事故预测模型研究

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摘要

According to the grey system theory and markov principle, the fitting accuracy index is stochastic and fluctuant when time series datadevelopment trend is fitted through the grey theory;;but the markov principle is suitable for processing the system with great stochastic fluctuation;;therefore, a forecast model is put forward which is in accordance with the characteristics of construction accidents' statistical data and is based on the grey system theory and markov principle. The model is suitable for the dynamic forecasting process featured by short forecasting time, small data quality and great stochastic fluctuation. The conclusion about the development trend of construction accidents with the model based on the grey-markov theory is more ideal compared with the grey model. The application example shows that the forecasting conclusion based on grey-markov theory is more accurate and more reliable. So the model is available enough to forecast the construction accidents.
机译:根据灰色系统理论和马尔可夫原理,当时时间序列数据开发趋势通过灰色理论拟合时,拟合精度指数是随机性的。;但是,马尔可夫原理适用于加工具有很大随机波动的系统;因此,a预测模型提出,符合建设事故统计数据的特点,基于灰色系统理论和马尔可夫原则。该模型适用于短期预测时间,数据质量小,随机波动的动态预测过程。基于灰色 - 马尔可夫理论的模型建设事故发展趋势的结论与灰色模型相比更为理想。应用示例表明,基于灰色 - 马尔可夫理论的预测结论更准确,更可靠。因此,该模型可足以预测建设事故。

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