Objective To explore the feasibility of Sparse coefficient autoregressive integrated moving average( ARIMA) model for predicting tuberculosis incidence and provide a scientific evidence for the targeted prevention and control policy of TB. Methods Sparse coefficient ARIMA model was built using tuberculosis surveillance data from January 2005 to December 2013 in Jiangxi province, and the predictive effect was evaluated by using the data from 2014 to 2015. Results The annual seasonal effect in the incidence of tuberculosis was observed from January 2005 to December 2013 in the province, and the long-term descending trend in the incidence of tuberculosis was also observed. Sparse coefficient ARIMA (0,(1,12),(2,3)) model could better fit the incidence of tuberculosis over the period, and forecast situation and actual situation were basically similar. Conclusion Sparse coefficient ARIMA model could effectively clarify the regularity of the incidence of tuberculosis in Jiangxi province and predict the trend of the incidence.
Key words
Sparse coefficient ARIMA model /
Pulmonary tuberculosis /
Prediction
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References
[1] HU QY,LI WH.Research Progress in of Molecular Genetics for Tuberculosis Incidence in Tibet[J].Chinese General Practice,2014,36(1):101-104.
[2] 付志勇,陈秋萍,陈田木,等. ARIMA模型在肺结核疫情预测中的应用[J].热带医学杂志,2011,12(11):1350-1353.
[3] 王健,周脉耕,胡嘉,等.求和自回归移动平均模型在江西省结核病发病预测中应用[J].疾病监测,2012,27(6):462-465.
[4] 金如锋,黄成钢,邱宏,等.4种模型对我国某地区肺结核发病率的预测[J].现代预防医学,2008,35(24):4866-4869.
[5] 王永斌,李向文,柴峰,等.ARIMA模型在我国梅毒发病率预测中的应用[J].现代预防医学,2015,42(3):385-417.
[6] 姚英,沈毅.手足口病发病趋势的ARIMA模型预测[J].浙江预防医学,2015,27(2): 147-149.
[7] 李娜,殷菲,李晓松,等.时间序列分析在结核病发病预测应用中的初步探讨[J].现代预防医学,2010,37(8):1426-1428.
[8] 谢骁旭,袁兆康.基于R的江西省肺结核发病率ARIMA-SVM 组合预测模型[J].中国卫生统计,2015,32(1):160-162.