Sales Demand Forecasting Using One of Multivariate Markov Chain Model Parameter

Annisa Martina
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引用次数: 1

Abstract

The imbalance between demand and supply is frequently occurred in a market. This is due to the availability of goods that cannot match with the demand or the growth rate of customer. This is not preferable since the profit is not on the track. In contrast, the goods are probably over supplied so that company has to expense additional cost for extra storage. Both situations can be anticipated if the demand is precisely estimated. Therefore, in this study we will estimate demand in market situation by implementing multivariate Markov chain model. Multivariate Markov chain model is popular model for forecasting by observing current state in various applications. This model is compatible with 5 data sequences (product types) defined as product A, product B, product C, product D and product E, with 6 conditions (no sales volume, very slow-moving, slow-moving, standard, fast moving, and very fast moving). As the result, the highest transition probability value for the sales demand in a company is found at the transition probability matrix from product C to product C, from very fast moving to very fast-moving condition, which had the highest probability value 0.625 with the highest frequency 105 times.
基于多元马尔可夫链模型参数的销售需求预测
市场上经常会出现供需不平衡的情况。这是由于商品的可用性不能与需求或客户的增长速度相匹配。这是不可取的,因为利润不在轨道上。相反,货物可能供过于求,因此公司不得不支付额外的费用来额外储存。如果精确地估计需求,这两种情况都是可以预料到的。因此,在本研究中,我们将利用多元马尔可夫链模型来估计市场情况下的需求。多元马尔可夫链模型是在各种应用中常用的通过观察当前状态进行预测的模型。该模型兼容产品A、产品B、产品C、产品D、产品E 5种数据序列(产品类型),6种情况(无销量、极慢、慢、标准、快速、快速)。结果表明,某公司的销售需求在从产品C到产品C,从极快移动状态到极快移动状态的转移概率矩阵处的转移概率值最高,其概率值为0.625,最高频率为105次。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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