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A Robustness Test Protocol for Applied QCA: Theory and R Software Application

DSEID
DSEID-001-5323315
DOI
10.1177/00491241211036158
Journal
Sociological Methods & Research
Publisher
SAGE Publications
Published
2024-2
Status
metadata_only

Abstract

The robustness of qualitative comparative analysis (QCA) results features high on the agenda of methodologists and practitioners. This article aims at advancing this debate on several fronts. First, in line with the extant literature, we take a comprehensive view on robustness arguing that decisions on calibration, consistency, and frequency thresholds should all be tested. Second, we introduce the notion of “sensitivity range” as the range of values for any of these parameters within which the solution formula remains unchanged. Third, we argue that interpreting robustness is more intricate than simply checking if solutions remain unchanged. Beyond sensitivity ranges, researchers should assess robustness by evaluating changes in parameters of fit and the classification of cases as robust, shaky, or possible. Fourth, we enable researchers to perform more than one robustness test at a time by proposing the notions of a “test set”: the overlap between conceptually plausible alternative solutions that can be generated; and of a “robust core”: that part of a QCA solution that withstands the robustness checks. Fifth, we present functionalities implemented in the R package SetMethods that enable researchers to put in practice our proposals. These advancements are integrated into a comprehensive QCA Robustness Test Protocol consisting of three main tests: sensitivity ranges, fit-oriented robustness, and case-oriented robustness. We illustrate the protocol’s implementation with an example on high life expectancy across the globe.

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Metadata

Title
A Robustness Test Protocol for Applied QCA: Theory and R Software Application
Delta ID
DSEID-001-5323315
Authors
Ioana-Elena Oana, Carsten Q. Schneider
Abstract source
crossref
Source URL
None
Access
closed_or_uncertain
Licence
unknown
PDF SHA-256
TEI SHA-256
GROBID

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WhenEventFieldOldNew
2026-06-18 19:37:53.011249+00:00identifier_assignedDSEIDDSEID-001-5323315