2016
DOI: 10.1002/qre.2095
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A Hybrid Approach for Forecasting Patient Visits in Emergency Department

Abstract: An accurate forecast of patient visits in emergency departments (EDs) is one of the key challenges for health care policy makers to better allocate medical resources and service providers. In this paper, a hybrid autoregressive integrated moving average-linear regression (ARIMA-LR) approach, which combines ARIMA and LR in a sequential manner, is developed because of its ability to capture seasonal trend and effects of predictors. The forecasting performance of the hybrid approach is compared with several widel… Show more

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Cited by 46 publications
(53 citation statements)
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References 19 publications
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“…Thus, some studies combine two or more forecasting approaches to benefit from their individual advantages and improve results. Xu et al (2016) combined ARIMA and linear regression (LR) to forecast patients' visits in two EDs in China. Their results show that ARIMA-LR outperforms GLM, ARIMA and ARIMA with explanatory variable (ARIMAX) and hybrid of ARIMA-ANN in one-day ahead forecasting.…”
Section: K 499mentioning
confidence: 99%
“…Thus, some studies combine two or more forecasting approaches to benefit from their individual advantages and improve results. Xu et al (2016) combined ARIMA and linear regression (LR) to forecast patients' visits in two EDs in China. Their results show that ARIMA-LR outperforms GLM, ARIMA and ARIMA with explanatory variable (ARIMAX) and hybrid of ARIMA-ANN in one-day ahead forecasting.…”
Section: K 499mentioning
confidence: 99%
“…In [18], flow data from one ED in Brazil was used to show that simple seasonal exponential smoothing was the most accurate at jointly predicting arrival rates for all triage levels, while seasonal ARIMA was more accurate at predicting arrival rates for a specific triage level. In [34], a hybrid model of ARIMA and linear regression was developed that outperforms variations of either model in predicting arrival rates at two EDs in China. In [19], flow data from one ED in China was used to show that a combination of single exponential smoothing and seasonal ARIMA is more accurate than either model alone.…”
Section: Other Related Workmentioning
confidence: 99%
“…A basic requirement for predicting timeseries with ARIMA is that the time-series should be stationary or, at the very least, trendstationary [3,7]. A stationary series is one that has no trend, and where variations around the mean have a constant amplitude, e.g., [1,13,14]. Although ARIMA expects a stationary stochastic process as input, very few datasets are natively in such format, thus the use of differencing to "stationarise" is in the model identification stage [1,7] (Figure 1).…”
Section: Autoregressive Integrated Moving Average (Arima)mentioning
confidence: 99%