衡量产品属性个体效用的困难:一个基于选择的实验

O. Meixner, R. Haas
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引用次数: 0

摘要

该研究结合了联合分析领域的不同理论方法来估计产品相关属性的重要性。这在食品营销中非常重要,我们仍然试图找到一个有效的答案,特别是如何衡量特定产品规格的真实支付意愿(WTP)。在综合文献分析的基础上,采用了一种通用的方法来近似几种产品属性的重要度。正如文献中通常建议的那样,我们使用离散选择建模,并考虑选定的产品属性,开发了基于选择的实验设计。研究对象是冷冻披萨,一种大多数家庭经常购买的便利食品。到目前为止,与直接测量产品属性的重要性相比,基于选择的实验并没有什么特别之处。然而,离散选择建模的核心问题之一——个人效用函数的近似——随后通过将消费者的选择转化为分数来解决。有了这些分数,即使在基于选择的实验中,传统的联合测量也可以用来近似个人效用。个体部分价值效用将与一种通常但非常复杂的近似个体部分价值效用的方法——层次贝叶斯方法进行比较。我们的方法解决了关于离散选择建模限制的方法学考虑,即近似个人效用的复杂性,这对市场细分尤其重要。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Difficulties in Measuring Individual Utilities of Product Attributes: A Choice Based Experiment
The study combines different theoretical approaches in the field of conjoint analysis to estimate the im-portance of product related attributes. This is of major importance in food marketing, where we still try to find a valid answer, in particular, how to measure the real willingness to pay (WTP) for specific product specifica-tions. Based on a comprehensive literature analysis, a common method was used to approximate the im-portance of several product attributes. As usually suggested in literature, we used discrete choice modeling and developed a choice based experimental design considering selected product attributes. The study object was frozen pizza, a convenience good frequently bought by most households. Up to this point, there is nothing special about the choice based experiment in comparison to direct measure-ment of the importance of product attributes. However, one of the core problems of discrete choice modeling – the approximation of individual utility functions – was then addressed by transforming the choices of con-sumers into scores. With these scores traditional conjoint measurement can be used to approximate individual utilities even in choice based experiments. The individual part-worth utilities will be compared with a usual but very complex approach to approximate individual part-worth utilities, the hierarchical Bayes method. Our ap-proach addresses methodological considerations concerning the restrictions of discrete choice modeling, namely the complexity of approximating individual utilities which is of huge importance in particular for market segmentation.
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来源期刊
International Journal on Food System Dynamics
International Journal on Food System Dynamics Economics, Econometrics and Finance-Economics, Econometrics and Finance (miscellaneous)
CiteScore
1.60
自引率
0.00%
发文量
0
期刊介绍: Understanding the development of the food system requires a system view that captures the complexity of the system and its many interrelationships with its economic, social and natural environments. The Journal accepts and offers papers within this broad range of issues focussing on the management, policy, marketing, consumer aspects, transparency, e-commerce, institutional or regional development, information and communication systems, ressource economics, production economics, chain management, network economics, and similar aspects. Papers may focus on modeling, empirical research or theoretical analyis. This broad range of publication opportunities asks authors to follow clear lines of arguments and to present arguments in a convincing way that avoids unnecessary complexities of model formulations if not relevant for the support of arguments. The publication of scientific articles is complemented by a number of sections that provide room for publications with a more specific focus: ''Case studies'': A section on case studies of the ''Harvard Type'' allows the publication of studies that might build on established scientific methodology but demonstrate its use in ceratin decision environments. Case studies might be complemented by ''teaching cases'' that are kept on a database outside the journal but accessible to readers on approval by authors. ''Research Forum'': It allows to discuss newly emerging research challenges or to contribute to ongoing scientific discussions on research problems. In addition, authors might initiate a discussion on issues brought up by articles published in the journal. ''Research Notes'': It provides room for specific shorter scientific contributions with a narrow scope.
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