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Pragmatic rather than principled – organisational bans in democracies

Published online by Cambridge University Press:  30 September 2025

Michael C. Zeller*
Affiliation:
Geschwister-Scholl-Institut für Politikwissenschaft, Ludwig-Maximilians-Universität München, Munich, Germany
*
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Abstract

Why do governments ban some extremist organisations and not others? To answer this question, this article investigates the banning of far-right groups in Germany, the archetype of ‘militant democracy’, where there are laws and institutions that protect a state’s democratic order through selective and qualified restrictions of certain political rights. The study draws on data about far-right organisations mentioned in federal security agency reports since 1990. Two-step fuzzy-set qualitative comparative analysis (QCA) reveals that situations of high far-right visibility are necessary to take banning action. Within such situations, there are four sufficient combinations of organisational conditions that lead to banning action: Germany has imposed bans on neo-Nazi groups, longstanding organisational hubs in the far-right scene, aggressive militant organisations, and neo-Nazi sham parties. Two follow-on case studies identify related causal mechanisms underlying these sufficiency patterns. The article shows that Germany’s militant democracy practices are not applied as a matter of principle to every far-right organisation susceptible to a ban, but rather are used more pragmatically. This pragmatic approach implies that state actors should be especially attentive to the efficacy of using bans to disrupt and diminish extremist threats. Although there is some evidence of state actors considering efficacy, there are also indications that banning is sometimes a tool of politics rather than a targeted response to threats.

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 (https://creativecommons.org/licenses/by/4.0/), which permits unrestricted re-use, distribution and reproduction, provided the original article is properly cited.
Copyright
© The Author(s), 2025. Published by Cambridge University Press on behalf of European Consortium for Political Research
Figure 0

Figure 1. Far-right organisations active in more than one region in Germany and monitored by the BfV, 1990–2023. The green circles represent the (main) sites of organisations not banned. The red crosses represent organisations banned under the Law of Associations or Criminal Code §§129/129a.

Figure 1

Table 1. Situational conditions in banning decisions against far-right organisations and their calibration for QCA

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Table 2. Organisational (proximate) conditions in banning decisions against far-right organisations and their calibration for QCA

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Table 3. Possible necessary disjunction. inclN refers to consistency, the degree to which data accord with the possible necessity relationship; RoN refers to relevance of necessity, the degree to which the necessity relationship is not trivial; covN refers to coverage, the relation in size between the disjunction and the outcome set

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Figure 2. Necessary disjunction of situational conditions representing ‘high far-right visibility’ (HPRO + HVIO). Points jittered to display more clearly the clusters of cases.

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Figure 3. Set intersections of QCA model. Red bars represent truth table rows where cases were banned; green, not banned; and orange, inconsistent rows.

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Table 4. Sufficiency solution (conservative). Typical, uniquely covered cases of each solution terms are in bold. Key: HVIO = high level of far-right violence, HPRO = high level of far-right propaganda offences, LINK = linked to previously banned group, NNOV = classified as neo-Nazi or violence-ready, PARTY = presented as political party, LMON = long-monitored by the BfV

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Table 5. Cases

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Table 6. Truth table

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Table 7. Sufficiency solution (intermediate)

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Table 8. Sufficiency solution (parsimonious). There is model ambiguity in this solution. The first solution version is presented

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Table 9. Parameters of fit for the robust core (RC). Cons. Suf refers to ‘sufficiency consistency’; Cov. Suf refers to ‘sufficiency coverage’; and PRI stands for ‘proportional reduction in inconsistency’

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Table 10. Robustness protocol report. $R{F_{cons}}$ refers to ‘robustness fit consistency’, whether the ideal solution (ie the solution presented in the article) is fully consistent with the robust core; $R{F_{cov}}$ refers to ‘robustness fit coverage’, whether the ideal solution covers the same cases as the robust core; $R{F_{SC\_minTS}}$ refers to ‘robustness fit space covered minimum test solution’, whether the ideal solution coincides with the minimum of the test solution(s); $R{F_{SC\_maxTS}}$ refers to ‘robustness fit space covered maximum test solution’, whether the ideal solution coincides with the maximum of the test solution(s); $RC{R_{typ}}$ refers to ‘robustness case ratio typical’, whether all typical cases are robust; $RC{R_{dev}}$ refers to ‘robustness case ratio deviant’, whether all deviant consistency in kind cases are robust; $RCC\_Rank$ refers to ‘robustness case classifications rank’, whether case classifications violate subset relations with minTS (shaky) and maxTS (possible)

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Table 11. Sufficiency solution for ’not banned’ (conservative)

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Table 12. Sufficiency solution for ’not banned’ (intermediate)

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Table 13. Sufficiency solution for ’not banned’ (parsimonious)

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Figure 4. Sufficient solution. (Points jittered.) Points in upper-right quadrant represent banning cases covered by the solution. Two puzzling cases represented by the solution but not covered are in the lower-right quadrant. The upper-left quadrant represents deviant coverage cases, where the QCA model’s conditions apparently are not enough to explain why a ban was imposed.

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Figure 5. Solution patterns and overlaps. Circles are proportional representations of the coverage of each pattern.

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Figure 6. Causal process of banning Nationale Offensive (NO). The conditions (rectangles) are sufficient to trigger a political pressure mechanism (trapezoid), in turn causing a ban. Conditions in the first column were present from the NO’s creation; those in the second column manifested in the year it was banned. The hatched PARTY condition represents that this was rejected by authorities, whereas the shaded HVIO condition was causally pivotal.

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Figure 7. Causal process of banning Collegium Humanum (CH). The conditions (rectangles), especially far-right propaganda visibility, triggered a moral shock mechanism (trapezoid), in turn causing a ban. Additional conditions (dashed rectangles) also contributed to triggering the mechanism causing the ban.

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Figure 8. Timeline plot 1. The grey bars indicate the years in which an organisation was monitored (ie mentioned in BfV reports). Black Xs indicate when an organisation was banned.

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Figure 9. Timeline plot 2. The grey bars indicate the years in which an organisation was monitored (ie mentioned in BfV reports). Black Xs indicate when an organisation was banned.

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Figure 10. Robustness plot. The relation between the minimal test solution set, the maximal test solution set, and the initial solution (ie the conservative solution presented in the article).

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