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Parameters of fit and intermediate solutions in multi-value Qualitative Comparative Analysis

机译:多值定性比较分析中的拟和中解参数

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摘要

Multi-value Qualitative Comparative Analysis (mvQCA) is a variant of QCA that continues to exist under the shadow of crisp and fuzzy-set QCA. The lack of support for parameters of fit and intermediate solutions has contributed to this undeserved status. This article introduces two innovations that put mvQCA on a par with its two sister variants. First, consistency and coverage as the two most important parameters of fit are generalized. Second, the concepts of easy and difficult counterfactuals for deriving intermediate solutions are imported. I demonstrate how to leverage these features in the QCA software package for the R environment. For researchers who do not use QCA, I explain how to exploit Veitch-Karnaugh maps instead for solving set-theoretic minimization problems of low to moderate complexity.
机译:多值定性比较分析(mvQCA)是QCA的一种变体,在变脆和模糊集QCA的阴影下继续存在。缺乏对拟合和中间解决方案参数的支持,导致了这种不当状态。本文介绍了两项创新,这些创新使mvQCA与其两个姊妹变体相提并论。首先,将一致性和覆盖率作为拟合的两个最重要参数进行了概括。其次,引入用于推导中间解决方案的简单事实和困难事实的概念。我将演示如何在R环境的QCA软件包中利用这些功能。对于不使用QCA的研究人员,我将解释如何利用Veitch-Karnaugh映射来解决低到中等复杂度的集合论最小化问题。

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