Evidence from a Survey Experiment
during the 2020 US Election
Musashi Harukawa
Politics in Progress Colloquium, HT21
Does micro-targeting work?
or:
Is it possible to improve the effectiveness of a campaign by optimally allocating advertisements on the basis of individual traits?
https://survey.polinfo.org
Title | Description |
---|---|
“They Mock Us” | In-group: Clinton and Biden mocking |
“Why did Biden let him do it?” | Hunter Biden’s ostensible corruption |
“Biden will come for your guns” | 2A; Biden will steal guns |
“Insult” | Biden: Black Trump supporters not Black |
“Real Leadership” | Obama/Biden caused wars, neglected veterans |
For individual \(i \in \{1,...,1500\}\):
Results of stage 1 used to learn outcome as function of pre-treatment traits and advertisement:
\[ Y_i = f(X_i, d_a) \]
Thus for any person, I can predict their hypothetical outcome under each of the five advertisements:
\[ \hat{f}(X_i, d_1) = \hat{Y}(d_1) \] \[ \{\hat{Y}(d_1), \hat{Y}(d_2), ... \hat{Y}(d_5)\} \]
Chosen for speed and ability to learn highly conditional relationships:
\[ d^*(X_i): opt_a \; f(X_i, d_{i, a}) \]
Compare average outcome between randomly assigned stage 1 and optimally assigned stage 2:
\[ ATE = \mathbb{E}_i[Y_i(d^*(X_i))] - \mathbb{E}_a[\mathbb{E}_i[Y_i(d_{i, a})]] \]
Three outcomes of interest:
Hypothesis 1
(Micro-targeting Affects Favorability): \(\mathbb{E}_i[y_{i, Biden}(d^*)] < \mathbb{E}_a[\mathbb{E}_i[y_{i, Biden}(d_{i, a})]]\)Hypothesis 2
(Micro-targeting Affects Voting Preference): \(\mathbb{E}_i[v_{i, Biden}(d^*)] < \mathbb{E}_a[\mathbb{E}_i[v_{i, Biden}(d_{i, a})]]\)Hypothesis 3
(Micro-targeting Affects Turnout): \(\mathbb{E}_i[u_{i}(d^*)] < \mathbb{E}_a[\mathbb{E}_i[u_{i}(d_{i, a})]]\)Account for conditional effect of two pre-treatment covariates: