| Literature DB >> 30208044 |
William W Murdoch1, Fang-I Chu2, Allan Stewart-Oaten1, Mark Q Wilber1.
Abstract
Almost 80% of the 4 billion projected increase in world population by 2100 comes from 37 Mid-African Countries (MACs), caused mostly by slow declines in Total Fertility Rate (TFR). Historically, TFR has declined in response to increases in wellbeing associated with economic development. We show that, when Infant Survival Rate (ISR, a proxy for wellbeing) has increased, MAC fertility has declined at the same rate, in relation to ISR, as it did in 61 comparable Other Developing Countries (ODCs) whose average fertility is close to replacement level. If MAC ISR were to increase at the historic rate of these ODCs, and TFR declined correspondingly, then the projected world population in 2100 would be decreasing and 1.1 billion lower than currently projected. Such rates of ISR increase, and TFR decrease, are quite feasible and have occurred in comparable ODCs. Increased efforts to improve the wellbeing of poor MAC populations are key.Entities:
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Year: 2018 PMID: 30208044 PMCID: PMC6135380 DOI: 10.1371/journal.pone.0202851
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Fig 1Nations in two comparable groups.
Mid-African Countries (MACs): Eastern Africa: Burundi, Eritrea, Ethiopia, Kenya, Madagascar, Malawi, Mozambique, Rwanda, Somalia, S. Sudan, Uganda, U.R. Tanzania, Zambia, Zimbabwe; Middle Africa: Angola, Cameroon, Central African Republic, Chad, Congo, D.R. Congo, Gabon; North Africa: Sudan; Western Africa: Benin, Burkina Faso, Cote d’Ivoire, Gambia, Ghana, Guinea, Guinea Bissau, Liberia, Mali, Mauritania, Niger, Nigeria, Senegal, Sierra Leone, Togo. Other Developing Countries (ODCs): Northern Africa: Algeria, Egypt, Libya, Morocco, Tunisia; Southern Africa: Botswana, Lesotho, Namibia, South Africa, Swaziland; Eastern Asia: R. Korea, Mongolia; Central Asia: Tajikistan, Turkmenistan, Uzbekistan; Southern Asia: Afghanistan, Bangladesh, India, Iran, Nepal, Pakistan, Sri Lanka; S.E. Asia: Cambodia, Indonesia, Lao P.D.R., Malaysia, Myanmar, Philippines, Singapore, Thailand, Viet Nam; Western Asia: Azerbaijan, Iraq, Jordan, Kuwait, Oman, Saudi Arabia, State of Palestine, Syria, Turkey, U.A. Emirates, Yemen; Southern Europe: Albania; Caribbean: Dominican Republic, Haiti, Jamaica; Central America: Costa Rica, El Salvador, Guatemala, Honduras, Mexico, Nicaragua, Panama; South America: Bolivia, Brazil, Colombia, Ecuador, Paraguay, Peru, Venezuela; Melanesia: Papua New Guinea. The base map is from Natural Earth and is in the public domain under a Creative Commons license.
Fig 2A. Mean Total Fertility Rate (TFR) and B. mean Infant Survival Rate (ISR) with 95% confidence limits for Mid-African Countries (MAC) and Other Developing Countries (ODC), over time since 1950-55. Data from [3].
Fig 3A. Linear regressions (and 95% confidence bands) of TFR vs log(GNI per capita) (referred to as “per capita income” in the main text) for all developing countries in 2010 as defined by the World Bank [13]. Income data from World Bank [14] and TFR data from United Nations [3]. B. Linear regression (and 95% confidence bands) of TFR on Human Development Index (HDI) in 2010, for all countries in Fig 3 for which an HDI value is available [12]. C. Linear regression (and 95% confidence bands) of TFR on ISR in 2010. TFR and ISR data from United Nations [3].
Fig 4A. The boxplot summarizes the relation between ISR and relative wealth. For each of 72 developing countries, we obtained ISR values from 1990 to 2014 for the 5 wealth classes. For each wealth class, we combined the values across countries for the box plots (the sequence of medians from Lowest to Highest is: 92.3, 93.1, 93.4, 94.3 and 95.6). Using the medians for each country’s wealth classes, a Friedman test that accounts for the within country correlation showed a significant difference among wealth classes (χ2 = 161.85 on 4 degrees of freedom, p < 0.0001). Similar results were obtained when using mean ISR instead of median ISR. The outlier had no effect on these results. B. Trends in ISR values between 1990 and 2014 in the five wealth classes. Each thin line is a single country; the thick lines were fitted by local regression.
Fig 5Each point is the TFR of a country during a 5-year period, plotted as a function of the country’s ISR in that period.
Curves are local regression (LOESS) fits, using span = 1/3 [16]. Black regression lines are fitted in the approximately linear decline phase using all points with 90.0%≤ISR≤96.3%, indicated by vertical dotted lines. These have slopes -0.365 (ODC, 328 points, SE = 0.041) and -0.351 (MAC, 166 points, SE = 0.036), which are not statistically different. (In the linear model TFR = Mean + Region + ISR + Interaction, with independent, homoscedastic, Normal errors, the test for “no Interaction” gives t = 0.21, p = 0.84. When ODC and MAC error variances are not assumed equal, the slope estimates can be compared by a Welch t-test, which gives t = 0.26 and p = 0.79 on 380 degrees of freedom.) The extreme UN regions in the flat region (ISR ≤ 90%) are indicated by the olive and brown LOESS fits to West Asia and S.E. Asia, respectively. MAC and ODC slopes for 71.5%≤ISR≤87.5% are nearly flat (MAC slope = 0.04; ODC slope = -0.036) but differ statistically (the test for “no Interaction” gives t = 3.63, p = 0.0003). Markers A at 87.5% and B at 93.9% indicate the lower and upper limits for the range of slope overlap used in the single-country slope analyses (see S3 Text for further details).
Fig 6Results of regressions of TFR on ISR within the range 87.5% ≤ ISR ≤ 93.9%, for 60 ODCs, and in the range ISR ≥ 87.5% for 37 MACs.
The black bars in the boxplots give the median slopes. The steepest regression slope for a MAC was -0.62, and for an ODC was -0.91. Mean slopes (± SE), MACs = -0.30 (± 0.15) and ODCs = -0.27 (± 0.28), are not significantly different (two sample t-test with unequal variance: t = −0.76 on 93.93 degrees of freedom, p = 0.45, sample size for ODC = 60 and MAC = 37). The outlier slope for ODC countries is Jamaica. Data from [3].
Fig 7UN and ODC-based projected total MAC population (in billions).
The intervals show quantiles of the distribution of our MAC population projections. More than 90% of their spread is due to variation in the historic and projected demography among the ODCs. The rest is due to the UN’s probabilistic trajectories. The calculations are described in S4 Text (Method B, median-adjusted). For a given MAC population projection, a value for the world population can be obtained by adding the total of the median UN projections for all other countries (7.24 billion).
Fig 8A. Speed of increase in ISR, between 1990-95 and 2010-15, versus overall intensity of civil conflict between 1990 and 2014 in 36 MACs (no data for S. Sudan). Each dot is a MAC. The slope of the relationship is not significantly different from 0 (slope = 0.008, t = 1.02 on 34 degrees of freedom, p = 0.32). B. Speed of increase in ISR vs log(cumulative number of battle deaths+1) in these countries. The slope of this relationship is not significantly different from 0 (slope = 0.03, t = 1.35 on 34 degrees of freedom, p = 0.19). Change in Rwanda, the point with coordinates (9.1, 2.2), is between 1995-2015 because the 1994 genocide temporarily and severely suppressed ISR to 71.9% in 1990-95. Shown are 95% confidence bands. Data from [27]. See S6 Text for more details on this figure.