In Simple Words
Imagine a family saving money for a child's college application fees. Small weekly allowances get consumed by daily expenses like groceries, but receiving a single larger check right when tuition is due ensures the cash is available to pay the bill.
Final-year students in San Cristóbal
- No cash transfer
- Comparison group
- Part of transfer saved for enrollment
- More reported entering college
San Cristóbal final-year students in 2005; self-reported tertiary enrollment in 2006. Compared with no transfer. The basic-transfer arm is omitted; timing alone is not isolated.
See source →Original cash-transfer study ↗Research question
Low-income families frequently face severe credit constraints during critical academic transitions, causing high dropout rates even when periodic education subsidies are offered.
Participants
Human secondary school students in low-income urban households in Colombia.
Study Design
Randomized controlled trial comparing periodic attendance subsidies with lump-sum disbursements scheduled at key educational enrollment deadlines.
Results
Standard periodic attendance subsidies increased secondary school attendance by 2 to 4 percentage points, whereas lump-sum payments timed at matriculation deadlines increased tertiary education attendance by over 9 percentage points.
Takeaway
Schedule conditional education transfers as lump-sum disbursements aligned with school enrollment fee deadlines to overcome household liquidity constraints.
Source and citation
See source →Read alongside the research
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.
Office for National Statistics · Percentages ↗Read more about percentage points →- 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 →