ARIMA与双指数平滑法在公平价格商店大米销售预测中的比较分析

Archana Sasi, Thiruselvan Subramanian
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摘要

大流行期间最具挑战性的问题之一是管理需求、客户行为和市场趋势的不确定性。这种不稳定和不可预测性造成了许多情况,当需求下降时库存过剩,或当对某些商品的需求显著增加时商品短缺。本文采用时间序列技术对印度喀拉拉邦一家公平价格商店(FPS)的大米销售需求进行建模和预测。我们的研究表明,过去的需求数据可以用来估计未来的需求,以及这些预测如何影响公共分配系统(PDS)。本研究采用自回归综合移动平均(ARIMA)和双指数平滑(DES)技术建立未来预测模型,显著提高了需求和库存预测的效率和准确性。利用平均绝对百分比误差(MAPE)在实际应用中对过去数据生成的预测模型进行了验证和验证,这有助于预测FPS所需的库存需求。本文提出的ARIMA和DES的预测结果优于实证模型的预测结果,其中ARIMA对未来的预测效果更好。
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Comparative analysis of ARIMA and double exponential smoothing for forecasting rice sales in fair price shop
Abstract One of the most challenging issues during the pandemic is managing uncertainties in demand, customer behavior, and market trends. Such instability and unpredictability resulted in numerous cases of excess stock when demand declined or a shortage of commodities when demand for certain goods increased significantly. The research presented in this paper contributes to modelling and forecasting rice sales demand in a Fair Price Shop (FPS) in Kerala, India by employing a time series technique. Our research shows how past demand data can be used to estimate future demand and how these forecasts impact the Public Distribution System (PDS). Our study employs Autoregressive Integrated Moving Average (ARIMA) and Double Exponential Smoothing (DES) techniques to develop future prediction models that significantly increase the efficiency and accuracy of demand and inventory forecasting. The forecast models generated from past data are verified and validated in the real case application using the Mean Absolute Percentage Error (MAPE) that helps to forecast the demand of inventory required in FPS. The proposed ARIMA and DES outperform the forecasts made by the empirical model, with ARIMA doing better in terms of future forecasts.
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