| Literature DB >> 17208643 |
Sally Grantham-McGregor1, Yin Bun Cheung, Santiago Cueto, Paul Glewwe, Linda Richter, Barbara Strupp.
Abstract
Many children younger than 5 years in developing countries are exposed to multiple risks, including poverty, malnutrition, poor health, and unstimulating home environments, which detrimentally affect their cognitive, motor, and social-emotional development. There are few national statistics on the development of young children in developing countries. We therefore identified two factors with available worldwide data--the prevalence of early childhood stunting and the number of people living in absolute poverty--to use as indicators of poor development. We show that both indicators are closely associated with poor cognitive and educational performance in children and use them to estimate that over 200 million children under 5 years are not fulfilling their developmental potential. Most of these children live in south Asia and sub-Saharan Africa. These disadvantaged children are likely to do poorly in school and subsequently have low incomes, high fertility, and provide poor care for their children, thus contributing to the intergenerational transmission of poverty.Entities:
Mesh:
Year: 2007 PMID: 17208643 PMCID: PMC2270351 DOI: 10.1016/S0140-6736(07)60032-4
Source DB: PubMed Journal: Lancet ISSN: 0140-6736 Impact factor: 79.321
Figure 1Human brain development
Reproduced with permission of authors and American Psychological Association (Thompson RA, Nelson CA. Developmental science and the media: early brain development. Am Psychol 2001; 56: 5–15).
Change in later school outcomes per SD increase in intelligence quotient (IQ) or developmental quotient (DQ) in early life*
| Jamaica | 165 | IQ on the Stanford Binet test (42) at 7 years | Dropped out before grade 11 | Odds ratio | 0·53 | 0·32–0·87 |
| Reading and arithmetic score at age 17 | Mean difference in SD | 0·65 | 0·53–0·78 | |||
| Philippines | 1134 | Cognitive Score at 8 years | Ever repeat a grade by age 14 years | Odds ratio | 0·60 | 0·49–0·75 |
| Brazil | 152 | DQ on Griffiths test (43) at 4.5 years | Grades attained by age 18 years | Mean difference in grades achieved | 0·71 | 0·34–1·07 |
Adjusted for sex, age, mother's education, and wealth quintile.
Sample consisted of stunted (<−2 SD) children participating in an intervention trial and a non-stunted (>−1 SD) comparison group. Intervention and stunting status were also adjusted for.
p=0·0117; Hosmer-Lemeshow goodness-of-fit test p=0·5704.
p<0·0001; R2=54·4%.
p<0·0001; Hosmer-Lemeshow goodness-of-fit test p=0·5375.
Boys only.
p=0·0002; R2=51·9%.
Figure 2Hypothesised relations between poverty, stunting, child development, and school achievement
Figure 3Vocabulary scores of Ecuadorian children aged 36 to 72 months by wealth quartiles
TVIP=Test de Vacabulario en Imagenes Peabody. Reproduced with permission from the authors.
Descriptive summary of follow-up studies showing associations between stunting in early childhood and later scores on cognitive tests and school outcomes
| Cognitive score (8 years, n=2489) | Ravens Matrices | Reasoning and arithmetic (9 years, n=368) | Attained grades (18 years, n=2041) | WISC IQ | WAIS IQ | Reading and arithmetic | |
|---|---|---|---|---|---|---|---|
| Not stunted | 56·4 | 0·17 | 11·2 | 8·1 | 92·3 | 0·38 | 0·40 |
| Mildly stunted | 53·8 (−0·21) | 0·05 (−0·12) | 10·3 (−0·26) | 7·2 (−0·4) | 89·8 (−0·20) | ||
| Moderately or severely stunted | 49·6 (−0·54) | −0·23 (−0·40) | 9·7 (−0·43) | 6·5 (−0·7) | 79·2 (−1·05) | −0·55 (−0·93) | −0·60 (−1·00) |
Data are mean (effect size as unadjusted difference from non-stunted children in z scores).
Males only.
The sample comprised stunted (<−2 SD) children participating in an intervention trial and a non-stunted (>−1 SD) comparison group.
SD scores. WISC=Wechsler Intelligence Scale for Children. WAIS=Wechsler Adult Intelligence Scale.
Descriptive summary of follow-up studies showing association between wealth quintiles in early childhood, and later cognitive and school outcomes
| Cognitive score (8 years of age at assessment, n=2485) | Reasoning and arithmetic (9 years of age at assessment, n=371) | Ravens progressive matrices | Attained grades (18 years of age at assessment, n=2222) | |||
|---|---|---|---|---|---|---|
| Boys (n=683) | Girls (n=786) | |||||
| Fifth quintile (wealthiest) | 56·9 | 12·1 | 0·47 | 9·3 | 50·9 | 44·8 |
| Fourth quintile | 52·5 (−0·35) | 11·0 (−0·31) | 0·13 (−0·34) | 8·2 (−0·48) | ||
| Third quintile | 51·6 (−0·42) | 11·0 (−0·31) | −0·16 (−0·63) | 7·4 (−0·84) | 43·3 (−0·45) | 43·6 (−0·01) |
| Second quintile | 49·4 (−0·60) | 9·5 (−0·74) | −0·20 (−0·67) | 6·8 (−1·11) | ||
| First quintile (poorest) | 46·4 (−0·84) | 8·4 (−1·06) | −0·23 (−0·70) | 6·5 (−1·24) | 41·0 (−0·53) | 37·6 (−0·45) |
Data are mean (effect size as unadjusted difference from the richest quintile in z scores).
Tertiles.
SD scores.
Prevalence and number (in millions) of disadvantaged children under 5 years by region in 2004
| Sub-Saharan Africa | 117·0 | 46% | 54·3 | 37% | 43·7 | 61% | 70·9 |
| Middle east and north Africa | 44·1 | 4% | 1·6 | 21% | 9·1 | 22% | 9·9 |
| South Asia | 169·3 | 27% | 46·3 | 39% | 65·6 | 52% | 88·8 |
| East Asia and Pacific | 145·7 | 11% | 16·6 | 17% | 25·2 | 23% | 33·6 |
| Latin America and the Caribbean | 56·5 | 10% | 5·9 | 14% | 7·9 | 19% | 10·8 |
| Central and eastern Europe | 26·4 | 4% | 1·0 | 16% | 4·2 | 18% | 4·7 |
| Developing countries | 559·1 | 22% | 125·6 | 28% | 155·7 | 39% | 218·7 |
Population and poverty source data from UNICEF State of the World's Children, 2006.
Where data missing, regional averages were used for percentage living in poverty and percentage stunted.
We extrapolated poverty figures to 2004 based on findings from Chen and Ravallion that, in the 1990s and early 2000s, decline in absolute poverty (less than US$1 per day) was stagnant in all developing regions except east Asia and south Asia. In east Asia, the decline was levelling off and could be captured accurately by a non-linear regression equation (R2=93%); in south Asia the decline could be accurately captured by a linear equation (R2=99%). We used their equations to estimate the expected poverty figures for east Asia and Pacific and south Asia for each country in these regions in the latest years with available poverty data, and then calculated the difference between the expected and observed figures for each country. We added this country-level difference to the regional figure in 2004 projected by Chen and Ravallion's equations to obtain the projected poverty level in 2004 for each country. We used the observed poverty figures as the 2004 estimates for other developing countries. We projected stunting figures for every country except those in the central and eastern Europe region to 2004 based on sub-regional linear trends estimated by de Onis, et al. de Onis, et al, did not include the central and eastern Europe region in their analysis. Poverty reduction was stagnant in the 1990s and early 2000s in central and eastern Europe. We therefore assume that for countries in this region there has been no change in stunting prevalence in the period concerned.
Stunting source data taken from WHO Global Database on Child Growth and Malnutrition.
Based on estimate that prevalence of stunting among children in poverty is 50%.
Figure 4Regional distribution of the number of children under 5 years in millions
(A) stunted, (B) living in poverty, and (C) disadvantaged (either stunted, living in poverty, or both) in year 2004.
Figure 5Percentage of disadvantaged children under 5 years by country in year 2004
Attained grades in 18-year-old Brazilian men, by income level, and stunting status in early childhood*
| Poorest 20% | 2nd quintile | 3rd quintile | 4th quintile | Wealthiest 20% | |
|---|---|---|---|---|---|
| HAZ ≥ −1 | 6·96 (2·11) | 7·10 (2·17) | 7·69 (2·05) | 8·43 (1·89) | 9·40 (1·83) |
| n | 141 | 213 | 274 | 325 | 336 |
| HAZ −1 to −2 | 6·67 (2·05) | 6·44 (2·08) | 7·06 (1·92) | 7·74 (1·91) | 9·27 (2·03) |
| n | 116 | 123 | 127 | 111 | 59 |
| HAZ < −2 | 5·54 (2·17) | 6·56 (1·98) | 7·03 (2·05) | 6·65 (2·42) | 8·69 (2·29) |
| n | 71 | 77 | 38 | 17 | 13 |
Data are mean (SD) unless otherwise stated. HAZ=height-for-age z score.
Data provided by the Pelotas Birth Cohort Study, Brazil.
Deficit associated with stunting, poverty (first vs third quintile of wealth), and both, in schooling and percentage loss in yearly income in developing countries
| Stunted only | 0·91 | 2·0 | 2·91 | 8·3% | 22·2% | 92·9 (16·6%) | 19·8% |
| Poor only | 0·71 | ≥0 | 0·71 | 8·3% | 5·9% | 62·8 (11·2%) | |
| Stunted and poor | 2·15 | ≥2·0 | 4·15 | 8·3% | 30·1% | 62·8 (11·2%) | |
| Evidence | Brazil | Philippines | Sum of columns 1 and 2 | 51 countries | Combining columns 3 and 4 | See | Weighted average from columns 5 and 6 |
An increase of one grade of schooling is assumed to increase income by 9%. Implies that a reduction of 1 year of schooling will reduce income by 8·3% (1/1·09−1 = 0·083); that is, a person with an income of 91·7 due to a loss of 1 year of schooling would have had an income of 100 (91·7×1·09) had that person not lost that year of schooling.
(1/1·092.91)−1=−0·222; (1/1·090·71)−1=−0·059; (1/1·094·15)−1=−0·301.
Deficit associated with stunting, controlling for wealth quintiles. (The estimate is a weighted average of the differences between stunted [<−2 z]vs non-stunted [>−1 z] children in the five wealth quintiles, with the weights inversely proportional to the square of the SE of the quintile-specific difference).
Deficit associated with poverty, controlling for stunting (similar method to [‡]).
Indicates that the figure is lower bound and under-estimates true figure because the effect of poverty on learning per year of schooling is unknown.
Difference between non-stunted and third quintile vs stunted and first quintile in Brazil (table 5).