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A comparison of generalized multinomial logit (GMNL) and latent class approaches to studying consumer heterogeneity with some extensions of the GMNL model by Peter J. Lenk

机译:彼得·J·兰克(Peter J.Lenk)对GMNL模型进行了一些扩展的广义多项式对数(GMNL)与潜在类方法在研究消费者异质性方面的比较

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I wish to congratulate the authors on their comparison of the newly proposed generalized multinomial logit (GMNL) of Fiebig et al. [1], henceforth 'FKLW,' with the widely-used, latent class or finite mixture model of Kamakura and Russell [2]. Both models use the same logistic regression likelihood for product choice but differ in their distributions for individual parameter heterogeneity. I am agnostic about the 'best' model for parameter heterogeneity. Ultimately, it is an empirical issue. When models are nested, the smaller model may be preferred because of its simplicity. Conversely, even when the smaller model has better AIC or BIC, a practitioner may choose the larger model if it provides useful information for marketing strategy. When models are not nested, as in this paper, comparisons beyond fit are more nuanced because the models have different foundations and implications. Academics who propose new models tend to be more focused on improved fit, while practitioners tend to look for new models that extend the set of functional problems that can be addressed.
机译:我要祝贺作者对Fiebig等人新提出的广义多项式logit(GMNL)的比较。 [1],此后称为“ FKLW”,具有镰仓和罗素[2]广泛使用的隐性类或有限混合模型。两种模型都使用相同的逻辑回归可能性进行产品选择,但针对各个参数异质性的分布却有所不同。我对参数异质性的“最佳”模型不了解。最终,这是一个经验问题。当模型嵌套时,较小的模型可能会因为其简单性而被首选。相反,即使较小的模型具有更好的AIC或BIC,从业者也可以选择较大的模型,只要它为营销策略提供了有用的信息。如本文所述,当不嵌套模型时,由于模型具有不同的基础和含义,因此超出拟合的比较会更加细微。提出新模型的学者倾向于将重点更多地放在改善拟合上,而从业者则倾向于寻找新模型以扩展可解决的功能性问题。

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