Proposed extended analytic hierarchical process for selecting data science methodologies

Karin Eckert, P. Britos
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Abstract

Decision making can present a considerable amount of complexity in competitive environments; where methods that support possess great relevance. The article presents an extension of the Hierarchic Analytical Process; complemented with Personal Construct Theory, which purpose is to reduce ambiguity when defining and establishing values for the criteria in a determined problem. In recent years, the scope for decision making based on data has considerably raised, which is why Data Science as a scientific field is rising in popularity; where one of the main activities for data scientists is selecting an adequate methodology to guide a project with this traits. The steps defined in the proposed model guide this task, from establishing and prioritizing criteria based on degrees of compliance, grouping them by levels, completing the hierarchical structure of the problem, performing the correct comparisons through different levels in an ascendant manner, to finally obtaining the definitive priorities of each methodology for each validation case and sorting them by their adequacy percentages. Both disparate cases, one referred to an industrial/commercial field and the other to an academic field, were effective to corroborate the extent of usefulness of the proposed model; for which in both cases MoProPEI obtained the best results.
提出了选择数据科学方法的扩展分析层次过程
在竞争环境中,决策可以呈现出相当大的复杂性;其中支持的方法具有很大的相关性。本文提出了层次分析法的扩展;辅以个人构念理论,其目的是减少在确定问题中定义和建立标准值时的模糊性。近年来,基于数据的决策范围大大提高,这就是为什么数据科学作为一个科学领域越来越受欢迎;数据科学家的主要活动之一是选择一种适当的方法来指导具有这些特征的项目。在建议的模型中定义的步骤指导了这项任务,从基于遵从程度建立和优先化标准,按级别分组,完成问题的层次结构,以上升的方式在不同级别执行正确的比较,到最终获得每个验证案例的每种方法的最终优先级,并根据其充分性百分比对它们进行排序。两个完全不同的案例,一个涉及工业/商业领域,另一个涉及学术领域,都有效地证实了拟议模型的有用程度;在这两种情况下,MoProPEI都获得了最好的结果。
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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