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Study of logistic growth curve model for mobile user growth

机译:移动用户增长的逻辑增长曲线模型研究

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摘要

Many Telecom Service companies need to forecast mobile user growth demand because their lead-time to supply is longer than their customers will typically wait for products. A logistic growth curve is an sigmoid curve that can be used to forecast this growth trends, so these companies adopt forecasted data for production planning. In order to construct logistic growth curve model, three phase sum method can be employed. Three phase sum method means that the whole time sequence is divided into three equal time phase, the parameters are computed according to the sum of the observed values of three time phase. But the prediction accuracy of this method is limited, the logistic curve model which can be transformed, employ ordinary least-squares principle to simply formula. The 0.618 optimal seeking method is applied to optimize Model, which adjusts key parameters of logistic growth curve for the purpose of minimizing the sum of squared residuals and better fitting actual data. The 0.618 optimal seeking method can effectively reduce the search time and increase the efficiency of fitting the data. Although the logistic model establishment for Postal and Telecommunication Services is demonstrated in this paper, this model can be applied in many fields. Example analysis for specifying these models based on the use of the logistic curve model are also provided.
机译:许多电信服务公司需要预测移动用户的增长需求,因为它们的供货提前期比客户通常等待产品的时间更长。逻辑增长曲线是可用于预测这种增长趋势的S型曲线,因此这些公司将预测数据用于生产计划。为了构建逻辑增长曲线模型,可以采用三相求和方法。三相和法是指将整个时间序列分为三个相等的时间相,并根据三个时间相的观测值之和来计算参数。但是该方法的预测精度有限,可以转换的逻辑曲线模型,采用普通的最小二乘原理简单地公式化。采用0.618最优寻道方法对模型进行优化,调整对数增长曲线的关键参数,以求最小化残差平方和,更好地拟合实际数据。 0.618最优寻道方法可以有效地减少搜索时间,提高数据拟合的效率。尽管本文说明了邮政和电信服务的物流模型的建立,但该模型可以在许多领域中应用。还提供了基于逻辑曲线模型的使用来指定这些模型的示例分析。

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