Evaluations of parameters importance based on human sensory data and Bayesian rough set model

M. Bagus, Muhammad Fikri Do. Bagus
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引用次数: 1

Abstract

In order to realize a well-designed product that appeals to costumers, the product not only should meet the physical requirements of consumers but also has to satisfy their affective needs. Packaging design is an important factor of purchasing decision of consumers. Several research was explained the impact of packaging design to the children and their parents with statistical ways, but there are few approach to consider multi-values data set. This study propose Bayesian Rough Set model to deal some uncertainties and incomplete data in classification data. Bayesian Rough Set method has strength to solve vagueness in human sensory data with probabilistic approximation to identify the relation rules between human perception and product packaging design. This is also useful to handle heterogeneous population, contradictive between generalization versus customization, and uncertainty — inconsistency in market segmentation. For the case study in this research, we will investigate the effect of packaging design on luxury food (ex, chocolate, cake and so on) and instant food packaging preferences and its ability to influence costumers' buyer decision in-store. At the final result, the proposed method get better result than conventional method (Rough Set) as followed: 1) The proposed method get accuracy improvement rather than conventional method (Rough Set) as many as 12.07%, and confidence level as big as 10.61% 2) The proposed method also get calculation time improvement rather than conventional method (Rough Set), which is 81.25%.
基于人类感官数据和贝叶斯粗糙集模型的参数重要性评价
一个设计好的产品要想吸引消费者,不仅要满足消费者的物理需求,还要满足他们的情感需求。包装设计是影响消费者购买决策的重要因素。一些研究用统计方法解释了包装设计对儿童及其父母的影响,但很少有方法考虑多值数据集。本文提出了贝叶斯粗糙集模型来处理分类数据中的不确定性和不完整数据。贝叶斯粗糙集方法在解决人类感官数据的模糊性方面具有较强的优势,可以通过概率逼近来识别人类感知与产品包装设计之间的关系规律。这也有助于处理异质人口、泛化与定制之间的矛盾以及市场细分中的不确定性-不一致性。在本研究的案例研究中,我们将研究包装设计对奢侈食品(如巧克力、蛋糕等)和速食食品包装偏好的影响及其在店内影响消费者购买决策的能力。最终结果表明,本文方法较常规方法(Rough Set)的准确率提高了12.07%,置信水平提高了10.61%。本文方法的计算时间也较常规方法(Rough Set)的计算时间提高了81.25%。
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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