Randomized Saturation Design for Network Spillovers

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In Simple Words

Imagine dropping food packets into select households in different neighborhoods—some neighborhoods get food for 20% of homes, while others get food for 90% of homes. By varying the density of aid across distinct neighborhoods, researchers can measure how much neighbors share food with each other without confusing it with the direct effect on the recipients.

Untreated neighbours in transport areas

No neighbours offered support
Comparison group
40% offered transport subsidy
6.4 points more permanent work
90% offered transport subsidy
6.8 points less permanent work

Eight-month trial estimates. Selected saturation levels; small groups and many tests require caution.

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Research question

Evaluating active labor market policies without accounting for neighborhood social network spillovers can misestimate treatment impacts due to information sharing or local displacement among untreated peers.

Participants

N = 3,052 young job-seekers across 178 geographic clusters in Addis Ababa, Ethiopia.

Study Design

Randomized saturation design varying cluster-level treatment proportions (20%, 40%, 75%, and 90%) across geographic clusters located over 2.5 km from the city center.

Results

Moderate transport subsidy saturation (40%) generated positive indirect spillovers on untreated neighbors, raising formal employment by 6.2 percentage points (p < 0.10) and permanent employment by 6.4 percentage points (p < 0.05); high saturation (90%) produced negative spillovers on permanent work (-6.8 percentage points, p < 0.01).

Takeaway

Vary the geographic density of treatment assignment across intervention clusters to isolate indirect peer effects and social network information transmission from direct policy impacts.

Source and citation

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Plain-English glossary

Original explanations, informed by the references below. Examples are illustrations, not data from the studies above. The research text stays unchanged.

Percentage points

The difference between two percentages.

ExampleA rise from 40% to 50% is 10 percentage points. Relative to the starting value, that is a 25% increase.

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