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Forecasting elections with mere recognition from small, lousy samples: A comparison of collective recognition, wisdom of crowds, and representative polls

Published online by Cambridge University Press:  01 January 2023

Wolfgang Gaissmaier*
Affiliation:
Max Planck Institute for Human Development, Harding Center for Risk Literacy, Lentzeallee 94, 14195, Berlin, Germany
Julian N. Marewski*
Affiliation:
Max Planck Institute for Human Development, Center for Adaptive Behavior and Cognition, Lentzeallee 94, 14195, Berlin, Germany IESE Business School, Barcelona, Spain
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Abstract

We investigated the extent to which the human capacity for recognition helps to forecast political elections: We compared naïve recognition-based election forecasts computed from convenience samples of citizens’ recognition of party names to (i) standard polling forecasts computed from representative samples of citizens’ voting intentions, and to (ii) simple—and typically very accurate—wisdom-of-crowds-forecasts computed from the same convenience samples of citizens’ aggregated hunches about election results. Results from four major German elections show that mere recognition of party names forecast the parties’ electoral success fairly well. Recognition-based forecasts were most competitive with the other models when forecasting the smaller parties’ success and for small sample sizes. However, wisdom-of-crowds-forecasts outperformed recognition-based forecasts in most cases. It seems that wisdom-of-crowds-forecasts are able to draw on the benefits of recognition while at the same time avoiding its downsides, such as lack of discrimination among very famous parties or recognition caused by factors unrelated to electoral success. Yet it seems that a simple extension of the recognition-based forecasts—asking people what proportion of the population would recognize a party instead of whether they themselves recognize it—is also able to eliminate these downsides.

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Type
Research Article
Creative Commons
Creative Common License - CCCreative Common License - BY
The authors license this article under the terms of the Creative Commons Attribution 3.0 License.
Copyright
Copyright © The Authors [2011] This is an Open Access article, distributed under the terms of the Creative Commons Attribution license (http://creativecommons.org/licenses/by/3.0/), which permits unrestricted re-use, distribution, and reproduction in any medium, provided the original work is properly cited.
Figure 0

Figure 1: Goodman and Kruskal’s (1954) gamma computed between the frequency of mentions of 25 parties in the newspaper “Tagesspiegel” in the period between 5 months 16 days and 16 days prior to the National elections 2005, the number of votes won by 25 parties in that election, and the number of participants who recognized the name of a party 16 days prior to the election (cor: correlation). These correlations show that the unknown criterion (here: the election result) is reflected by a mediator (here: the newspaper “Tagesspiegel”). The mediator makes it more likely for a person to encounter alternatives with larger criterion values than those with smaller ones (e.g., the press mentions more successful political parties more frequently). As a result, the person will be more likely to recognize alternatives with larger criterion values than those with smaller ones, and, ultimately, recognition judgments can be relied upon to infer the criterion (here: the success of parties in political elections).

Figure 1

Figure 2: Forecasting German elections with mere recognition with seven different forecasting models: (REC/basic) recognition-based forecasts using averaged recognition judgments from our study participants; (INT/representative) intention-based forecasts using a simulated, perfectly representative sample of voters (means + SD); (INT/representative + swing voters) intention-based forecasts using a simulated, perfectly representative sample of voters, but letting 5% of voters of each party reconsider their choice by randomly reassigning them to have voted for a different party (means + SD); (INT/study sample) intention-based forecasts computed from the observed voting intentions of our study participants; (WIS). Forecasts based on the mean predicted ranks by our study participants. Two forecasting models could only be computed for Study 4: (REC/extended) recognition-based forecasts based on participants’ subjective estimates how many out of 100 randomly drawn people would recognize each party, averaged across participants; (INT/study sample rankings) intention-based forecasts based on average observed voting intention rankings provided by the participants for each of the parties. All results are depicted separately for the subset of small parties, which are not represented in German Parliament and for which usually no polls exist (upper panels), and for all parties (lower panels). Note that a proportion correct of 0.5 represents chance level, that is, the accuracy that would be achieved by randomly guessing in all paired comparisons between two parties. Further note that in panel IIa, REC/basic and WIS are based on the same sample size and are just moved apart for reasons of readability, and the same is true for REC/extended and WIS in panels IVa and IVb.

Figure 2

Figure 3: Visual inspection of the continuous relation between election results in all four elections on the one hand and recognition-based forecasts (panels A: REC/basic, & REC/extended for national elections 2009), intention-based forecasts (panels B: INT/representative), and wisdom-of-crowds-forecasts (panels C: WIS), respectively, on the other. The scatter plots showing the intention-based forecasts (INT/representative) represent four random draws with N = 1,000 each. The scatter plots showing the recognition-based (REC/basic, & REC/extended for national elections 2009) and the wisdom-of-crowds-forecasts (WIS) represent the actual study samples with varying sample sizes, indicated on the X-axes labels. Note that both the election results and the sampled voting intentions are depicted using a logarithmic scale. For wisdom of crowds (WIS), the X-axis is reversed, as lower ranks indicate more success. The dashed horizontal lines roughly represent the split between large and small parties that we have applied, as it represents the 5% threshold that is required to enter both national and federal parliaments.