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A Comparison of Parametric and Non-Parametric Methods Applied to a Likert Scale

机译:应用于李克特量表的参数方法和非参数方法的比较

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摘要

A trenchant and passionate dispute over the use of parametric versus non-parametric methods for the analysis of Likert scale ordinal data has raged for the past eight decades. The answer is not a simple “yes” or “no” but is related to hypotheses, objectives, risks, and paradigms. In this paper, we took a pragmatic approach. We applied both types of methods to the analysis of actual Likert data on responses from different professional subgroups of European pharmacists regarding competencies for practice. Results obtained show that with “large” (>15) numbers of responses and similar (but clearly not normal) distributions from different subgroups, parametric and non-parametric analyses give in almost all cases the same significant or non-significant results for inter-subgroup comparisons. Parametric methods were more discriminant in the cases of non-similar conclusions. Considering that the largest differences in opinions occurred in the upper part of the 4-point Likert scale (ranks 3 “very important” and 4 “essential”), a “score analysis” based on this part of the data was undertaken. This transformation of the ordinal Likert data into binary scores produced a graphical representation that was visually easier to understand as differences were accentuated. In conclusion, in this case of Likert ordinal data with high response rates, restraining the analysis to non-parametric methods leads to a loss of information. The addition of parametric methods, graphical analysis, analysis of subsets, and transformation of data leads to more in-depth analyses.
机译:在过去的八十年中,关于使用参数方法与非参数方法来分析李克特量表序数数据的争论激昂而激烈。答案不是简单的“是”或“否”,而是与假设,目标,风险和范例有关。在本文中,我们采取了务实的方法。我们将两种方法都应用到了实际李克特数据的分析中,这些数据来自欧洲药剂师的不同专业小组对于实践能力的反应。获得的结果表明,在“大”(> 15)的响应数和不同亚组的相似(但显然不是正态)分布的情况下,参数分析和非参数分析在几乎所有情况下都为相同样本之间的结果提供了相同或不重要的结果。子组比较。对于非相似结论,参数方法更具判别力。考虑到意见分歧最大的是4点李克特量表的上半部分(等级3为“非常重要”,等级4为“基本”),因此根据这部分数据进行了“得分分析”。将有序的Likert数据转换为二进制分数会产生图形化表示,随着差异的加深,从视觉上更容易理解。总之,在这种具有高响应率的Likert序数数据的情况下,将分析限制在非参数方法中会导致信息丢失。添加参数方法,图形分析,子集分析和数据转换可导致更深入的分析。

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