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Comparison of Grey-Markov (1,1), Grey-Markov (2,1), and Moving Average Methods in Forecasting Small Sized Data of the Unit Price of Materials in Batam

机译:Gray-Markov(1,1),Gray-Markov(2,1)的比较,以及在蝙蝠盆内材料单价的小型数据中的移动平均方法

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Indonesia is one of the developing countries in Southeast Asia. Its population is approximately 257 million. The growing number of people every year has resulted in the increasing of the needs of the community for general development, such as roads, buildings, bridges, and others, in order to assist and launch daily activities. The construction of every bridge or road requires an instrument that can be used to control the fairness of the financial affairs. One of the methods to control financial issues is by forecasting the financial needs for the future. The purpose of this paper is to forecast the unit price of materials in Batam using annual data from 2013 to 2017. Because the available dataset is small, we used three methods that can forecast small sized data: Grey-Markov (1,1), Grey-Markov (2,1), and Moving Average of order 2 (MA(2)). The results of the analysis show that the model which has the smallest error is Grey-Markov (1,1), therefore it is the best model to forecast the unit price of materials in Batam.
机译:印度尼西亚是东南亚的发展中国家之一。其人口约为2.57亿。越来越多的人每年都导致社区的需求越来越大,例如道路,建筑物,桥梁和其他人,以协助和发射日常活动。每个桥梁或道路的建造都需要一种可用于控制财务公平性的仪器。控制财务问题的方法之一是预测未来的财务需求。本文的目的是使用2013年至2017年的年度数据预测蝙蝠侠中材料的单价。由于可用的数据集很小,我们使用了三种可以预测小型数据的三种方法:Gray-Markov(1,1),灰色 - 马尔可夫(2,1),达到平均订单2(MA(2))。分析结果表明,具有最小错误的模型是灰色 - 马尔可夫(1,1),因此它是预测蝙蝠盆中材料的单价的最佳模型。

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