Quantifying the Macroeconomic Impact of COVID-19-Related School Closures through the Human Capital Channel
Abstract
:1. Introduction
2. Stylised Facts about School Closures in OECD Countries
3. Mitigation Measures Have Been Implemented to Alleviate School Closures
4. The GDP Effect of Pandemic School Closures in the Existing Literature
5. The Impact of School Closures on the Stock of Human Capital
5.1. The Assumptions Underlying the Calculations
- A child attends school between the age of 3 and 18, so that 16 cohorts are potentially impacted in any year and any country;
- Each cohort impacted will enter the labour market one after the other with the first cohort entering in 2021 (those aged 18 in 2020) and the last one in 2036 (those aged 3 in 2020) (Table 2);
- Assuming a working life of 47 years (roughly between the ages 19 and 65 and assuming no increase in the retirement age), one cohort affected by the pandemic, representing 1/47th of the labour force, will enter the labour force each year. Under these stylised assumptions, by 2033 all the affected cohorts will be in the working age population. At that point, they will represent 32% of the working age population, which will be the peak impact on human capital and will be sustained for around 30 years until the retirement of the first cohort that was affected by school closures (Figure 2). At the same time, cohorts in the labour force in 2021 will gradually retire. By 2083, all the affected cohorts will have retired.
5.2. The Empirical Estimations Underlying the Impact Analysis
- PIAAC adult test scores could be used to calculate a cohort weighted stock measure of human capital. Nevertheless, PIAAC has limited country coverage and the PIAAC-based human capital measure has one observation in time, hence making it ill-suited for cross-country time series regression analysis to establish a link with productivity.
- For this reason, PIAAC adult test scores are matched with mean years of schooling and PISA student test scores of the corresponding cohort who took the student tests as 15-year-olds. PIAAC test scores are then regressed on matched PISA test scores and mean years of schooling. This approach has two important advantages. First, the estimated human capital measure covers a wider set of countries and many more years than is available for PIAAC. Second, and very importantly, the relative weights of the quality and quantity components are not imposed or calibrated, unlike in the existing literature, but are estimated directly.
- Feeding the new stock measure of human capital into productivity regressions shows that the elasticity of the stock of human capital with respect to the quality of education is three to four times larger than for the quantity of education (Table 3). The new measure of human capital shows a robust correlation with productivity for OECD countries in cross-country time-series panel regressions, suggesting that a negative shock to human capital may generate important macroeconomic losses. Annex A visualises the COVID-19 impact.
- The effect of the Spring 2020 school closures experienced in many OECD countries, roughly corresponding to one-third of a school year closure. Such a period of school closure translates into a −2.6% decrease in mean years of schooling9 and, using the rule-of-thumb described above, a 0.14 standard deviation fall in PISA scores,10 corresponding to a 1.1% decrease in PISA scores.11
- The effect of a one-year school closure, broadly corresponding to the average total (full and partial) school closures observed across OECD countries since the start of the pandemic and, according to a first assessment, to the learning loss of the most disadvantaged students in the United States (U.S. Department of Education 2022). This scenario translates into a −8.2% decrease in MYS and a −0.37 standard deviation fall in PISA scores, corresponding to a 2.9% decrease in PISA scores.
- The effect of a two-year school closure, which occurred only rarely and broadly corresponding to the total (full and partial) school closure in Colombia, Chile, Korea, and Mexico since the start of the pandemic which translates into a −16.5% decrease in MYS and a 5.6% and a −0.72 standard deviation fall in PISA scores.
5.3. The Negative Effect of School Closures in the Alternative Scenarios
6. The Impact of the Pandemic on Productivity
7. Concluding Remarks
- Extending the teaching time by reducing temporarily school holidays and/or adding hours in a school day.
- Revising the curriculum to focus on key skills. Providing teachers with some training.
- Considering the use of digital technologies to improve diagnosis of learning gaps and facilitate more individualised teaching practices.
- Spreading collaboration and professional ways of working to increase teachers’ effectiveness.
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Conflicts of Interest
Appendix A
1 | |
2 | Data on the number of weeks of closures come from UNESCO and are available for full, partial and total closures. It is assumed for the purpose of calculations throughout the paper that a full school year is 38 weeks. |
3 | See Kuhfeld et al. (2020) for a summary of the literature on the loss of learning due to summer holidays, weather-related school closures and student absenteeism. |
4 | In some low income countries and disadvantaged areas, no offsetting measures were put in place leaving students without education for months (Vincent-Lancrin et al. 2022). See also Mazrekaj and De Witte (2023). |
5 | In some countries, children from lower-income households were provided digital material to participate in online learning activities (OECD 2020a). |
6 | Using a different perspective, Psacharopoulos et al. (2021) calculate the losses due to school closures in earnings in net present value terms. |
7 | The impact for 2050 has been computed by the authors by replicating the simulation that generates a GDP loss of 7.5% in 2100 reported in Hanushek and Woessmann (2020). |
8 | Some papers point out that online learning might even improve outcomes by providing the opportunity to review curriculum and provide more efficient teaching methods. Home learning might facilitate a more focussed learning environment for students, who can practice more if needed (Spitzer and Musslick 2021). |
9 | The percentage loss in MYS is calculated as the loss in schooling expressed in school years divided by the average MYS for the entire labour force. For example, for a loss of 0.32 school years assuming an average MYS for the entire labour force of 12 years implies a loss in MYS for that cohort of 2.6% (=0.32/12 × 100%). |
10 | For 12 weeks, the fall in PISA score is equivalent to 0.14 (12 × 0.012) standard deviation; for 1 year, it is 0.37 (12 × 0.012 + (38 − 12) × 0.009) standard deviation and for 2 years it is 0.72 (12 × 0.012 + (76 − 12) × 0.009) standard deviation. |
11 | Percentage loss in PISA = (Estimated impact × PISA standard deviation)/Base PISA score = (−0.14 × 36.1)/462. |
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Authors | Countries | Effect on GDP level |
---|---|---|
Dorn et al. (2020) | United States | −1.1 to −1.8% (in 2040) |
Hanushek and Woessmann (2020) | OECD countries and some emerging economies | −4.7% (in 2050) |
Viana Costa et al. (2021) | United States | −1.8% (in 2051) |
Oldest Cohort Affected | Youngest Cohort Affected | |
---|---|---|
Age in 2020 | 18 | 3 |
Year of entry in the labour market | 2021 | 2036 |
Year of retirement | 2068 | 2083 |
Coefficient of Variation | |||
---|---|---|---|
Dependent variable: log(adult test scores) | 1.4 | ||
α | Constant | 3.732 *** | |
(0.25) | |||
β | log (Student test score), all cohorts | 0.278 *** | 1.5 |
(baseline effect) | (0.04) | ||
δ | log (Student test score), cohorts 50–59 | −0.009 *** | 1.4 |
(additional effect) | (0.00) | ||
θ | log (Student test score), cohorts 60–65 | −0.015 *** | 1.1 |
(additional effect) | (0.00) | ||
λ | log (Mean years of schooling (MYS)) | 0.083 *** | 5.0 |
(0.01) | |||
Adjusted R-squared | 0.934 | ||
Number of observations | 220 | ||
Number of countries | 34 | ||
Country fixed effects | YES |
Paper | Country | Duration in Weeks | Effect on PISA in Standard Deviation |
---|---|---|---|
Gore et al. (2021) | Australia | 8 | 0.00 |
Maldonado and Witte (2020) | Belgium (Flanders) | 9 | −0.24 |
Gambi and de Witte (2021) | Belgium (Flanders) | 10 | −0.18 |
Angrist et al. (2020) | Botswana | 12 | −0.29 |
Lichand et al. (2021) | Brazil | 26 | −0.32 |
Clark et al. (2021) | China | 7 | −0.22 |
Vegas (2022) | Colombia | 40 | −0.20 |
Korbel and Prokop (2021) | Czech Republic | 9 | −0.11 |
Birkelund and Karlson (2021) | Denmark | 22 | 0.00 |
Schult et al. (2021) | Germany | 10 | −0.08 |
Ludewig et al. (2022) | Germany | 10 | −0.14 |
Depping et al. (2021) | Germany | 8 | −0.03 |
Contini et al. (2021) | Italy | 15 | −0.19 |
Asakawa and Ohtake (2021) | Japan | 11 | 0.00 |
Hevia et al. (2021) | Mexico | 48 | −0.56 |
Engzell et al. (2021) | Netherlands | 8 | −0.08 |
Haelermans et al. (2021) | Netherlands | 10 | −0.17 |
Schuurman et al. (2021) | Netherlands | 8 | −0.09 |
Meeter (2021) | Netherlands | 10 | 0.00 |
van der Velde et al. (2021) | Netherlands | 10 | 0.00 |
Skar et al. (2021) | Norway | 7 | −0.24 |
Jakubowski et al. (2022) | Poland | 20 | −0.30 |
Chaban et al. (2022) | Russia | 14 | −0.27 |
Ardington et al. (2021) | South Africa | 22 | −0.22 |
Arenas and Gortazar (2022) | Spain (Basque country) | 12 | −0.05 |
Tomasik et al. (2020) | Switzerland | 8 | −0.20 |
Education Policy Institute (2021) | United Kingdom (England) | 10 | −0.09 |
UK Department of Education (2021) | United Kingdom | 18 | −0.17 |
Blainey and Hannay (2021) | United Kingdom | 9 | −0.08 |
Rose et al. (2021) | United Kingdom | 13 | −0.16 |
Kuhfeld et al. (2022) | USA | 28 | −0.19 |
Kogan and Lavertu (2021) | USA | 25 | −0.23 |
Pier et al. (2021) | USA (California) | 25 | −0.10 |
Dependent Variable: Effect of School Closures on Student Test Score in Terms of Standard Deviation | |
---|---|
School closure less than 13 weeks | −0.012 *** |
(0.002) | |
School closure equal to or more than 13 weeks | −0.009 *** |
(0.001) | |
Adjusted R-squared | 0.26 |
Number of observations | 36 |
1st Scenario (12-Week Closure) | 2nd Scenario (38-Week Closure) | 3rd Scenario (76-Week Closure) | |
---|---|---|---|
Country examples in line with the scenarios | CHE, ISL | GRC, DEU, ITA, LTU, SVK | CHL, KOR, MEX |
Mean years of schooling (in school year) | −0.32 | −1.00 | −2.00 |
PISA score (in standard deviation) | −0.14 | −0.37 | −0.72 |
Human capital (in %) | −0.16 | −0.45 | −0.87 |
Dependent Variable: Logged Multi-Factor Productivity | Long Run | Short Run |
---|---|---|
Constant | −2.463 | |
ETCR indicator | −0.041 ** | −0.140 ** |
Trade openness (adjusted for country size) divided by 100 | 0.114 ** | 0.044 ** |
Business expenditures on R&D (% of GDP) | 0.080 ** | n.s. |
log(Human capital stock) | ||
Population aged 16–39 | 2.359 ** | 1.426 * |
Error correction term | −0.049 ** | |
Adjusted R-squared | 0.960 | |
Number of observations | 524 | |
Number of countries | 32 | |
Time fixed effects | NO | |
Country fixed effects | YES |
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de la Maisonneuve, C.; Égert, B.; Turner, D. Quantifying the Macroeconomic Impact of COVID-19-Related School Closures through the Human Capital Channel. Economies 2023, 11, 289. https://doi.org/10.3390/economies11120289
de la Maisonneuve C, Égert B, Turner D. Quantifying the Macroeconomic Impact of COVID-19-Related School Closures through the Human Capital Channel. Economies. 2023; 11(12):289. https://doi.org/10.3390/economies11120289
Chicago/Turabian Stylede la Maisonneuve, Christine, Balázs Égert, and David Turner. 2023. "Quantifying the Macroeconomic Impact of COVID-19-Related School Closures through the Human Capital Channel" Economies 11, no. 12: 289. https://doi.org/10.3390/economies11120289
APA Stylede la Maisonneuve, C., Égert, B., & Turner, D. (2023). Quantifying the Macroeconomic Impact of COVID-19-Related School Closures through the Human Capital Channel. Economies, 11(12), 289. https://doi.org/10.3390/economies11120289