In Simple Words
Think of a tug-of-war game between store owners who want to cut wages during slow periods and shop assistants who demand higher pay. If only store owners receive insurance, they aggressively expand or contract hiring based on the weather, causing wild wage swings. If only shop assistants receive insurance, they stay home during bad weather, forcing store owners to pay higher wages. When both store owners and workers receive insurance at the same time, the worker's pull and the owner's pull cancel each other out, keeping local wages stable while raising overall earnings during good weather days.
Research question
Marketing weather index insurance exclusively to employers increases equilibrium wage volatility, whereas marketing exclusively to wage workers dampens wage volatility. When rainfall index insurance is offered simultaneously to both landed cultivating employers and landless agricultural laborers, opposing labor demand and labor supply responses offset each other, stabilizing regional wage volatility while increasing baseline worker earnings during favorable weather.
Participants
4,706 landless agricultural wage workers and 1,585 cultivating households across 42 randomized villages in rural India.
Study Design
Two-stage clustered RCT general equilibrium policy simulation evaluating joint insurance coverage (marketing to 25.6% of cultivators and 31.8% of laborers).
Results
Joint coverage eliminates net market wage volatility relative to a no-insurance baseline, while increasing median rainfall wages by 11.7% and 80th percentile rainfall wages by 19%.
Takeaway
Implement dual-side marketing of agricultural index insurance to both land-owning farmers and landless wage laborers simultaneously to prevent equilibrium wage destabilization.
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.
- Median
The middle number after arranging the values from smallest to largest. If there are two middle numbers, use their average.
ExampleFor the values 2, 4 and 12, the middle value is 4. The median is 4.
NIST · Measures of location ↗Read more about median →- Randomized controlled trial
A study that uses chance, like drawing lots, to decide who receives each option being compared. Researchers compare the groups’ outcomes to estimate the effect of those options.
ExampleA lottery assigns volunteers to a training programme or a comparison group. Researchers then compare their outcomes.
GET-IT glossary · Randomized study ↗Read more about randomized controlled trial →