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How to Stay Popular: Threat, Framing, and Conspiracy Theory Longevity

Published online by Cambridge University Press:  25 March 2024

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Abstract

Why do some conspiracy theories (CTs) remain popular and continue to spread on social media while others quickly fade away? Situating conspiracy theories within the literature on social movements, we propose and test a new theory of how enduring CTs maintain and regain popularity online. We test our theory using an original, hand-coded dataset of 5,794 tweets surrounding a divisive and regularly commemorated set of CTs in Poland. We find that CTs that cue in-group and out-group threats garner more retweets and likes than CT tweets lacking this rhetoric. Surprisingly, given the extant literature on party leaders’ ability to shape political attitudes and behaviors, we find that ruling party tweets endorsing CTs gain less engagement than CT tweets from non-officials. Finally, when a CT’s main threat frames are referenced in current events, CTs re-gain popularity on social media. Given the centrality of CTs to populist rule, these results offer a new explanation for CT popularity—one focused on the conditions under which salient threat frames strongly resonate.

Information

Type
Special Section: Crisis and Belief Formation
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, provided the original article is properly cited.
Copyright
© The Author(s), 2024. Published by Cambridge University Press on behalf of American Political Science Association
Figure 0

Table 1 Observable implications

Figure 1

Table 2 Coding examples—Tweets featuring conspiracy theories

Figure 2

Table 3 Coding examples—Tweets without conspiracy theories

Figure 3

Figure 1 Descriptive summary of tweet frequenciesNotes: The Y-axis shows the proportion of total monthly tweets, sorted by content type. The X-axis is the month of tweet collection. There is a dotted line after the start of Russia’s full-fledged invasion of Ukraine. The top panel shows conspiracy theory content; the bottom panel non-CT content. ‘Total Conspiracy’ includes all tweets referencing a CT (all PO, Tusk, and collusion CT tweets). All tweets in Table 2 are included in this category. Some tweets have multiple categories. For example, a tweet invoking Russia-PO collaboration would be coded for Total, PO, and PO-Russia collaboration. We similarly illustrate non-CT content in the bottom panel. All tweets in table 3 are in one of these groups.

Figure 4

Figure 2 Difference in predicted number of likes or retweets based on Tweet contentNotes: The Y-axis is conspiracy theory frame, while the X-axis shows the difference in predicted outcome. The black lines and dots reflect likes; the grey lines and triangles are retweets. We calculate 95 percent confidence intervals using Monte Carlo simulation and the observed case approach. In each model, the reference group is all tweets that do not mention this version of the CT. For example, for the “Tusk” CT, the reference group includes all tweets that do not reference the Tusk CT, both those with no CT reference at all and those referencing another CT, but that do not make reference to Tusk.

Figure 5

Figure 3 Difference in predicted number of likes or retweets based on tweet content and PiS officialsNotes: Each panel represents a different conspiracy theory. The Y-axis represents retweets or likes. The X-axis shows the difference in predicted outcome. The dotted (solid) lines and triangles (dots) reflect PiS officials (non-officials). We use the observed case approach and calculate 95 percent confidence intervals using Monte Carlo simulation.

Figure 6

Figure 4 Difference in the predicted number of likes or retweets based before and after Russia’s full-scale invasion of UkraineNotes: Each panel represents a different conspiracy theory. The Y-axis is CT measure (retweets or likes). The X-axis shows the difference in predicted outcome. The black (grey) lines reflect those tweets from after (before) February 24, 2022. We use the observed case approach and calculate 95 percent confidence intervals using Monte Carlo simulation.

Figure 7

Figure 5 Difference in the predicted number of likes or retweets based on content invoked, presence of PiS Officials, and before or after Russia’s full-scale invasion of UkraineNotes: Each panel represents a different conspiracy theory. The Y-axis is CT measure (retweets or likes). The X-axis shows the difference in predicted outcome. The black (grey) lines reflect those tweets from after (before) February 24, 2022. The triangles (dots) reflect those tweets (not) including PiS officials. We use the observed case approach and calculate 95 percent confidence intervals using Monte Carlo simulation.

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