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Forecasting New Product Life Cycle Curves: Practical Approach and Empirical Analysis

机译:预测新产品生命周期曲线:实用方法和实证分析

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We present an approach to forecast customer orders of ready-to-launch new products that are similar to past products. The approach fits product life cycle (PLC) curves to historical customer order data, clusters the curves of similar products, and uses the representative curve of the new product's cluster to generate its forecast.We propose three families of curves to fit the PLC: bass diffusion curves, polynomial curves, and simple piecewise-linear curves (triangles and trapezoids). Using a large data set of customer orders for 4,037,826 units of 170 Dell computer products sold over three and a half years, we compare goodness of fit and complexity for these families of curves. Fourth-order polynomial curves provide the best in-sample fit with piecewise-linear curves a close second. Using a trapezoidal fit, we find that the PLCs in our data have very short maturity stages; more than 20% have no maturity stage and are best fit by a triangle.The fitted PLC curves of similar products are clustered either by known product characteristics or by data-driven clustering. Our key empirical finding is that, for our large data set, data-driven clustering of simple triangles and trapezoids, which are simple to estimate and explain, perform best for forecasting. Our conservative out-of-sample forecast evaluation, using data-driven clustering of triangles and trapezoids, results in mean absolute errors approximately 2%-3% below Dell's forecasts. We also apply our method to a second data set of a smaller company and find consistent results.
机译:我们提供一种方法来预测与过去产品相似的,即将推出的新产品的客户订单。该方法将产品生命周期(PLC)曲线拟合到历史客户订单数据,将相似产品的曲线聚类,并使用新产品集群的代表性曲线来生成预测。我们提出了三种适合PLC的曲线系列:低音扩散曲线,多项式曲线和简单的分段线性曲线(三角形和梯形)。使用三年半时间内售出的4,370,826台170台Dell计算机产品的大客户订单数据集,我们比较了这些曲线系列的拟合优度和复杂度。四阶多项式曲线提供最佳的样本内拟合,而分段线性曲线则紧随其后。使用梯形拟合,我们发现数据中的PLC的成熟阶段非常短;超过20%的产品没有成熟阶段,最好用三角形拟合。相似产品的拟合PLC曲线通过已知产品特征或数据驱动的聚类进行聚类。我们的关键经验发现是,对于我们的大数据集,简单估计和解释的简单三角形和梯形的数据驱动聚类在预测方面表现最佳。我们采用数据驱动的三角形和梯形聚类进行保守的样本外预测评估,得出的平均绝对误差比戴尔的预测低大约2%-3%。我们还将我们的方法应用于较小公司的第二个数据集,并找到一致的结果。

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