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When the Whole Is Greater than the Sum of Its Parts: On the Conceptualization and Measurement of Populist Attitudes and Other Multidimensional Constructs

Published online by Cambridge University Press:  04 February 2020

ALEXANDER WUTTKE*
Affiliation:
University of Mannheim
CHRISTIAN SCHIMPF*
Affiliation:
University of Alberta & University of Mannheim
HARALD SCHOEN*
Affiliation:
University of Mannheim
*
*Alexander Wuttke, PhD Student, Department of Political Science, University of Mannheim, alexander.wuttke@uni-mannheim.de.
Christian Schimpf, Research Associate, Department of Political Science, University of Alberta; and PhD Candidate, Graduate School of Economic and Social Sciences, University of Mannheim, cschimpf@ualberta.ca.
Harald Schoen, Professor, Department of Political Science, University of Mannheim, harald.schoen@uni-mannheim.de.
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Abstract

Multidimensional concepts are non-compensatory when higher values on one component cannot offset lower values on another. Thinking of the components of a multidimensional phenomenon as non-compensatory rather than substitutable can have wide-ranging implications, both conceptually and empirically. To demonstrate this point, we focus on populist attitudes that feature prominently in contemporary debates about liberal democracy. Given similar established public opinion constructs, the conceptual value of populist attitudes hinges on its unique specification as an attitudinal syndrome, which is characterized by the concurrent presence of its non-compensatory concept subdimensions. Yet this concept attribute is rarely considered in existing empirical research. We propose operationalization strategies that seek to take the distinct properties of non-compensatory multidimensional concepts seriously. Evidence on five populism scales in 12 countries reveals the presence and consequences of measurement-concept inconsistencies. Importantly, in some cases, using conceptually sound operationalization strategies upsets previous findings on the substantive role of populist attitudes.

Information

Type
Research Article
Creative Commons
Creative Common License - CCCreative Common License - BY
This is an Open Access article, distributed under the terms of the Creative Commons Attribution licence (http://creativecommons.org/licenses/by/4.0/), which permits unrestricted re-use, distribution, and reproduction in any medium, provided the original work is properly cited.
Copyright
Copyright © American Political Science Association 2020
Figure 0

FIGURE 1. The Causal and the Ontological Perspectives on the Relationship Between Concept and Concept AttributesNote: Similar illustrations were shown by Castanho Silva et al. (2018) and Wong, Law, and Huang (2008).

Figure 1

TABLE 1. Prototypical Concept Structures of Populist Attitudes

Figure 2

TABLE 2. Items to Measure Populist Attitudes

Figure 3

FIGURE 2. Distributions of and Correlations Between Concept Structures of Populist Attitudes and Concept Attributes (Germany, Schulz et al. Populism Scale)Note: The scatterplots on the left show the joint distributions of the variables, which are labeled at the top of each column and on the right of each row. The variable at the column top is plotted on the scatterplot’s x-axis. Histograms show the distribution of the dichotomous Sartori measure. The plot’s diagonal row shows the univariate distribution of the variables labeled at the column’s top. The plot’s upper right panels show Pearson’s R correlation coefficients between continuous variables and boxplots for the Sartori measure. Data from the German panel survey. Plots were created using the ggally R-package.

Figure 4

FIGURE 3. Distributions of and Correlations Between Concept Structures of Populist Attitudes and Concept Attributes (United States, Castanho Silva et al. Populism Scale)Note: The scatterplots on the left show the joint distributions of the variables which are labeled at the top of each column and on the right of each row. The variable at the column top is plotted on the scatterplot’s x-axis. Histograms are used to show the distribution of the dichotomous Sartori measure. The plot’s diagonal row shows the univariate distribution of the variables labeled at the column’s top. The plot’s upper right panels show Pearson’s R correlation coefficients between continuous variables and boxplots for the Sartori measure.

Figure 5

FIGURE 4. Distributions of and Correlations Between Concept Structures of Populist Attitudes and Concept Attributes (Germany, Akkerman et al. Populism Scale)Note: The scatterplots on the left show the joint distributions of the variables which are labeled at the top of each column and on the right of each row. The variable at the column top is plotted on the scatterplot’s x-axis. Histograms are used to show the distribution of the dichotomous Sartori measure. The plot’s diagonal row shows the univariate distribution of the variables labeled at the column’s top. The plot’s upper right panels show Pearson’s R correlation coefficients between continuous variables and boxplots for the Sartori measure. Data from the German cross-sectional election survey.

Figure 6

FIGURE 5. Correlations Between Goertz and Bollen Concept Structures of Populist Attitudes

Figure 7

FIGURE 6. Bivariate Correlations with Institutional Trust (Castanho Silva et al. Populism Scale)Note: In all samples, the difference between the correlation sizes of the Bollen and the Goertz concept structures is statistically significant (computed with the CoCor R-package).

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Wuttke et al. Dataset

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