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Demand Effects in Survey Experiments: An Empirical Assessment

Published online by Cambridge University Press:  11 December 2018

JONATHAN MUMMOLO*
Affiliation:
Princeton University
ERIK PETERSON*
Affiliation:
Texas A&M University
*
*Jonathan Mummolo, Assistant Professor of Politics and Public Affairs, Department of Politics and Woodrow Wilson School of Public and International Affairs, Princeton University, jmummolo@princeton.edu.
†Erik Peterson, Assistant Professor of Political Science, Department of Political Science, Texas A&M University, erik.peterson@tamu.edu.
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Abstract

Survey experiments are ubiquitous in social science. A frequent critique is that positive results in these studies stem from experimenter demand effects (EDEs)—bias that occurs when participants infer the purpose of an experiment and respond so as to help confirm a researcher’s hypothesis. We argue that online survey experiments have several features that make them robust to EDEs, and test for their presence in studies that involve over 12,000 participants and replicate five experimental designs touching on all empirical political science subfields. We randomly assign participants information about experimenter intent and show that providing this information does not alter the treatment effects in these experiments. Even financial incentives to respond in line with researcher expectations fail to consistently induce demand effects. Research participants exhibit a limited ability to adjust their behavior to align with researcher expectations, a finding with important implications for the design and interpretation of survey experiments.

Information

Type
Research Article
Copyright
Copyright © American Political Science Association 2018 
Figure 0

TABLE 1. Survey Samples

Figure 1

TABLE 2. Text of EDE Treatments in Partisan News Experiment

Figure 2

FIGURE 1. Manipulation Check: Information Treatments Increase Risk of EDEsNote: The figure displays the effects of revealing information about an experiment's hypothesis on the probability of correctly guessing the experiment's hypothesis from a multiple choice list later in the survey. The results indicate the treatments were effective at increasing the share of respondents aware of the experiment's hypothesis, thereby increasing the theoretical risk of EDEs. Bars represent 95% confidence intervals.

Figure 3

FIGURE 2. No Evidence of EDEs When Revealing HypothesisNote: The figure displays the differences in treatment effects (difference-in-differences) between conditions where respondents were given information on a researcher's hypothesis, and the control condition in which no additional information was given. Positive estimates indicate changes in the treatment effect in the direction of the stated hypothesis. The results show no evidence that knowledge of the researcher's expectations causes respondents to help confirm a hypothesis. Bars represent 95% confidence intervals.

Figure 4

TABLE 3. Text of Incentive Scheme Treatments in Partisan News Experiment

Figure 5

FIGURE 3. Manipulation Check: Information and Incentive Treatments Increase Risk of EDEsNote: The figure displays the effects of revealing information on an experiment's hypothesis on the probability of correctly guessing the experiment's hypothesis from a multiple choice list later in the survey. The results indicate the treatments were effective at increasing the share of respondents aware of the experiment's hypothesis, thereby increasing the theoretical risk of EDEs. Respondents in the Qualtrics samples appear less attentive. Bars represent 95% confidence intervals.

Figure 6

FIGURE 4. Financial Incentives Can Sometimes Induce EDEsNote: The figure displays the differences in treatment effects (difference-in-differences) between conditions where respondents were given either information on a researcher's hypothesis, a financial incentive for inducing an EDE—or both—and the control condition in which no additional information was given. Bars represent 95% confidence intervals.

Figure 7

TABLE 4. Pooled Estimates of Treatment Effect Variation by Correct Guess of Hypothesis in Previous Experiment

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