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Public Health
journal homepage: www.elsevier .com/puhe
Original Research
Income inequality and population health in Islamic countries
A. Esmaeili a,*, S. Mansouri b, M. Moshavash c
aDepartment of Agricultural Economics, Shiraz University, Shiraz, Iranb Shiraz University, Shiraz, IrancShiraz University of Medical Sciences, Shiraz, Iran
a r t i c l e i n f o
Article history:
Received 22 April 2009
Received in revised form
5 February 2011
Accepted 7 June 2011
Keywords:
Population health
Income distribution
Income level
Islamic countries
* Corresponding author. Tel.: þ98 711 228709E-mail address: [email protected] (
0033-3506/$ e see front matter ª 2011 The Rdoi:10.1016/j.puhe.2011.06.003
s u m m a r y
Objectives: To undertake a fresh examination of the relationship between income inequality
and population health for a group of Islamic countries using recent information derived
from data resource sites from the World Bank and Islamic countries.
Study design: : Cross-sectional data on different measures of income distribution (pros-
perity, health care, women’s role and environment) and indicators of population health
were used to illuminate this issue.
Methods: The relationship between income inequality and population health for a group of
Islamic countries was tested using recent information derived from data resource sites
from the World Bank and Islamic countries. After consideration of previous studies, seven
dependent variables were determined and tested in six equation formats.
Results: According to the equations, the urban population percentage and gross domestic
product are the most important significant variables that affect life expectancy and the
infant mortality rate in Islamic countries. The income distribution coefficient, regardless of
the type of measure, was almost insignificant in all equations.
Conclusions: In selected Islamic countries, income level has a positive effect on population
health, but the level of income distribution is not significant. Among the other dependent
variables (e.g. different measures of income distribution, health care, role of women and
environment), only environment and education had significant effects. Most of the Islamic
countries studied are considered to be poorly developed.
ª 2011 The Royal Society for Public Health. Published by Elsevier Ltd. All rights reserved.
Introduction
Despite a large body of research, the extent to which income
inequality in a society is a determinant of the health of the
population remains controversial. Some studies support the
assumption of a reverse association between these two
indices.1�3 Other authors believe that the higher a country’s
per-capita income, themore likely it is that the populationwill
live longer and healthier lives, but this effect tapers off as
3; fax: þ98 7112286082.A. Esmaeili).oyal Society for Public H
income rises. On the other hand, some research indicates that
the influence of income level has a diminishing effect on the
health of a nation.4 These latter authors believe that when
income increases to a threshold, from that point onwards, it is
income inequality (rather than income level) that affects the
health of a population.
The present authors reviewed reports on the relation-
ship between income distribution and measures of pop-
ulation health. Some studies were found to support this
ealth. Published by Elsevier Ltd. All rights reserved.
p u b l i c h e a l t h 1 2 5 ( 2 0 1 1 ) 5 7 7e5 8 4578
association,3,5�7 whereas others were considered to have
insufficient evidence to prove the relationship.8�11 Table 1
shows the variables, sample sizes, and view of the authors
on the association between income inequality and pop-
ulation health for the studies reviewed.
The share of national income going to the bottom 20th
percentile of the populationwas related tomean age at death in
17 ‘developing’ countries after adjusting for gross domestic
Table 1 e Summary of articles related to population health.
Author Supportive orunsupportive ofan association
between populationhealth and
income inequality
Sample area
Pample and
Pialli (1986)
Unsupportive 18 developed count
Le Grand (1987) Supportive 17 developing count
Waldman (1993) Supportive 41 developing and 1
developed countries
Wennemo (1993) Supportive 11 developing count
Duleep (1995) Supportive 37 developing and
developed countries
Judge (1995) Unsupportive 13 developed count
Saunders(1996) Unsupportive 15 OECD countries
McIsaac and
Wilkinson (1997)
Supportive 13 OECD countries
Judge et al. (1998) Unsupportive Industrialized coun
Gravelle (1998) Unsupportive
Rom (2005) Supportive US data for 2000
and 1990
Wilkinson
and Pickette
(2006)
Supportive Theoretical review
of 168 analysis in
155 papers
Ram (2006) Supportive
GDP, gross domestic product; OECD, Organization for Economic Co-opera
product (GDP) and public and private expenditure on health
care.6 Data for 41 developing countries and 16 ‘developed’
countries were analysed.12 This analysis showed that, after
adjusting for the mean income of the poorest 20% of the pop-
ulation and other variables, the share of income received by the
richest 5% was associated with infant mortality. In a series of
contributions, the authors argue that income distribution is the
most important determinant of differences in life expectancy.
Explanatoryvariable
Population healthproxies
ries Welfare state Infant mortality rate
Health care
Unemployment
Ethnicity
Women’s role
Gini
ries Public and private
expenditure on health
Average age at death
GDP
Percentage of income
going to bottom 20%
of the population
6 Average income of the
poorest 20% of the population
Infant mortality
Average life expectancy
ries Gini Infant mortality
Proportion of households
with an income under 5%
National income available
to the bottom 10%
Infant mortality
ries Proportions of population
receiving 40e60% of income
Life expectancy
Health expenditure
GDP
Female role
Social security
GDP Life expectancy
Health expenditure
Gini
Income distribution Sex and age measures
of mortality rate
tries GDP Infant mortality
Health expenditure Life expectancy
Female role
Social security transfer
Variance of income
across the population
Population mortality
Mean income
Education variables Mortality rate
Race and urbanization
variable
Poverty
Theoretical article Infant mortality
Life expectancy
Income inequality Infant mortality
Illiteracy Life expectancy
Medical care
tion and Development.
p u b l i c h e a l t h 1 2 5 ( 2 0 1 1 ) 5 7 7e5 8 4 579
An association was found between infant mortality and
measures of income distribution, such as the Gini coefficient,
proportion of households with income <50% of median, and
relative poverty after adjusting for GDP, in 18 industrialized
countries.13 Investigation in 37 developing and ‘developed’
countries showed that the share of national income going to
the bottom 10% only had a significant negative effect on
mortality for the two youngest age groups.5 A significant
relationship has been reported between various causes, sex-
and age-specific measures of mortality, and indicators of
income distribution for 13 Organization for Economic Co-
operation and Development (OECD) countries.14
State-level US data for 2000 and 1990 provide additional
evidence on the roles of income inequality and poverty on
population health.3 This research showed that, contrary to the
suggestion made in several recent studies, the parameter of
income inequality is quite robust and carries statistical
significance in mortality equations estimated from several
observation sets and a fairly wide variety of specific choices.
Second, the evidence does not indicate that the significance of
income inequality is lost if education variables are included.
Third, income inequality shows significance if a race variable
is added, and if terms for race and urbanization are entered.
Fourth, whereas poverty is seen to have some consequence in
increasing mortality, the role of income inequality appears to
be stronger. Fifth, income inequality retains statistical
significance if a quadratic income term is added, and also if
the version of a fairly inclusive model is estimated. It is
therefore suggested that the recent scepticism articulated by
several scholars with regard to the robustness of the income
inequality parameters in mortality equations estimated from
the US data should be reconsidered.
The relationship between the scale of income inequality
and population health in a particular population was
reviewed. Researchers identified 168 analyses in 155 articles,
and classified them according to how far their findings sup-
ported the hypothesis that greater differences in income are
associatedwith lower standards of population health. Seventy
percent of the studies showed that quality of health decreases
as income differences increase in societies. Some researchers
agreed that income inequality, illiteracy and medical care are
determinants of infant mortality in developing coun-
tries.1,7,12,15 They showed that the negative association
between income inequality and good health is replicated, and
that different findings indicated by some scholars may have
been due to unrepresentative samples or inappropriate
models. They showed some support for the proposition that,
even though income may be more important for health in
developing countries, the role of income inequality may be
stronger in developed countries.
The association between infant mortality and income
inequality has been questioned.16 Although an association
between infant mortality and income inequality as measured
by the Gini coefficient was found among 18 developed coun-
tries, researchers showed that this was not significant if they
adjusted for the presence of a welfare state, health care,
unemployment, ethnicity and the role of women.
Wilkinson’s analysis was re-evaluated for a larger number
of countries, including 13 developed countries.17 A significant
association between proxies of income distribution (e.g.
proportions of the population receiving 40%, 50% or 60% of
median income) and life expectancy was not observed. Data
for 15 OECD countries were examined, and evidence of
a significant relationship between income inequality and life
expectancy after adjusting for GDP and health expenditure
was not observed.11 Hypotheses related to absolute and rela-
tive income and health have also been explained.5 The higher
an individual’s income, the better is his/her health (‘absolute
income hypothesis’). The relative income hypothesis states
that an individual’s health is also affected by the distribution
of income within society. Considering this hypothesis,
someone with a given income would have worse health if he/
she lived in a society with greater inequality of income than in
a society in which income is more equally distributed.
Although several studies have suggested that inequalities in
income distributionmay be an important cause of variation in
themean level of population health among rich industrialized
nations, one research team found very little support for the
view that income inequalities are associated with variations
in mean levels of national health.8 What appeared to be
missing from the debate was a systematic review of evidence
about the relationship between different measures of income
distribution and indicators of population health. Their study
aimed to bridge this gap, so they summarized recent literature
on this topic and illustrated themethodological problems that
weaken the inferences that can be derived from it. New
empirical estimates of the relationship between different
measures of income distribution and proxies of population
health (e.g. infant mortality, life expectancy) were therefore
presented.
Islamic countries have different attitudes and policies
towards poverty, life expectancy and infant mortality. There
have been many studies over the last decades that highlight
the importance of religious beliefs in how patients cope with
serious illness and associated suffering.8,18,19 Religious and
cultural beliefs can affect health care decision-making,
particularly at the end of life, and can provide an under-
standing of suffering in one’s life.19
Using the background detailed above, the present authors
tried to answer the following questions:
(1) Is there an association between income distribution and
population health in Islamic countries?
(2) Which of the postulated factors (prosperity, health care,
the role of women, and environment) may affect the
health of the population in Islamic countries?
Fig. 1 shows income levels, and Fig. 2 compares the
income distribution of the Islamic countries evaluated in the
present study.
Malaysia had the highest income level, whereas Nigeria,
Pakistan, Tajikistan and Kazakhstan had the lowest income
levels. Jordan had the lowest Gini coefficient, whereas
Malaysia, Senegal, Mozambique and Guyana had the highest
Gini coefficients among the Islamic countries studied.
The associations between income inequality and infant
mortality rate (IMR) and life expectancy (as proxies of
mean levels of population health) were examined for a group
of Islamic countries using equations proposed by some
researchers.1,3,9,15
0
500
1000
1500
2000
2500
3000
3500
4000
Egypt
Gambia
Guyana
Indonesia
Iran
Jordan
Kazakhstan
Kyrgyzstan
Malaysia
Mali
Mauritania
Morocco
Mozambique
Niger
Nigeria
Uzbekistan
Pakistan
Senegal
Tajikistan
Tunisia
Turkmenistan
Turkey
Uganda
Yemen
Fig. 1 e Comparison of income levels (Per capita GDP in US$) between selected Islamic countries.
p u b l i c h e a l t h 1 2 5 ( 2 0 1 1 ) 5 7 7e5 8 4580
Methods
Various models were used, as summarized below. The first
model was related to life expectancy and some dependent
variables6:
Hi ¼ a1 þ b1ð1=GDPiÞ þ c1�1=GDP2
i
�þ d1ðGiniiÞ þ Ui (1)
whereHi denotes life expectancy or IMR, GDP is GDPper capita,
0
0.05
0.1
0.15
0.2
0.25
0.3
0.35
0.4
0.45
0.5
Egypt
Gambia
Guyana
Indonesia
Iran
Jordan
Kazakhstan
Kyrgyzstan
Malaysia
Mali
Mauritania
Morocco
Fig. 2 e Comparison of income distribution (Gin
Gini is the Gini coefficient, and Ui is the stochastic error term.
Rodgers7 explored a wide variety of non-linear specifications
for the income variable, which are all reported in his research.
Themodel of IMRwhich included the logarithmof real GDP
per capita, the Gini coefficient, female literacy rate (Flit) and
the supply of doctors and nurses (which were deleted because
data were not available) resulted in a similar equation1:
LnðIMRÞi¼ a2 þ b2LnðRGDPÞiþc2LnðGiniÞiþd2LnðFlitÞiþUi (2)
Mozambique
Niger
Nigeria
Uzbekistan
Pakistan
Senegal
Tajikistan
Tunisia
Turkmenistan
Turkey
Uganda
Yemen
i index) between selected Islamic countries.
Table 2 e Description of variables and their expected relationship with infant mortality rate and life expectancy.
Group Variables Explanations Expected effecton IMR
Expected effect onlife expectancy
Prosperity GDP GDP per capita in US dollars GDP > 0 GDP > 0
Non-linear form of GDP 1/GDP < 0 1/GDP < 0
1/GDP Non-linear form of GDP 1/GDP2 < 0 1/GDP2 < 0
1/GDP2 Natural logarithmic form of GDP Ln GDP > 0 Ln GDP > 0
Ln GDP
Income
distribution
Gini Gini coefficient Gini > 0 Gini < 0
S6 Share of income available
to the bottom
60th percentile of the income
distribution
S6 < 0 S6 > 0
Ln Gini Natural logarithmic form of the
Gini coefficient
Ln Gini > 0 Ln Gini < 0
Environmental
factor
Urban Percentage of urban population Urban < 0 Urban > 0
Health care Health care Annual health expenditure per person Health care < 0 Health care > 0
Women’s role Female Share of females in working population Female < 0 Female > 0
Education level High Enrolment ratio in high school High < 0 High > 0
Univ Enrolment ratio in university Univ < 0 Univ > 0
Lit Adult literacy rate Lit < 0 Lit > 0
Ln lit Natural logarithmic form of adult
literacy rate
Ln lit < 0 Ln lit > 0
Population
health proxies
Infant mortality
rate
Infant mortality rate per thousand
Life expectancy Average life expectancy at birth
GDP, gross domestic product.
1 The countries studied were Egypt, Gambia, Guyana, Indonesia,Iran, Jordan, Kazakhstan, Kyrgyzstan, Malaysia, Mali, Mauritania,Morocco, Mozambique, Niger, Nigeria, Uzbekistan, Pakistan,Senegal, Tajikistan, Tunisia, Turkmenistan, Turkey, Uganda andYemen.
p u b l i c h e a l t h 1 2 5 ( 2 0 1 1 ) 5 7 7e5 8 4 581
The following cross-country IMR model, in which school
stands for secondary school enrolment rate and PCY is GDP
per capita, was estimated14:
IMRi ¼ a3 þ b3ðGiniÞiþc3ðPCYÞiþd3ðSchoolÞiþUi (3)
In addition, the two models shown below were used1:
IMRi ¼ a4 þ b4S6i þ c4GDPi þ d4HEi þ e4SSi þ f4TWFi þ Ui (4)
LEi ¼a5þb5ðP90=P10Þiþc5GDPiþd5HEiþe5SSiþ f5TWFiþUi (5)
where LE is life expectancy at birth, S6 is the share of income
going to the bottom 60th percentile of the income distribution,
and P90/P10 is the ratio of the 90th to the 10th percentile of the
income distribution. Health expenditure (HE) represents the
total (private and public) expenditure on health care, SS is the
percentage of GDP spending on the welfare status of people,
and TWF represents female participation in the labour force,
expressed as a percentage of the total work force.
The basic form of the model used by other researchers can
be written as7,10:
DRi ¼a6þb6Giniiþ c6Incomeiþd6HSiþe6Collegeiþ f6Blacki
þg6UrbaniþUi (6)
where DR denotes overall death rate, Gini is the Gini coef-
ficient, income is personal income per capita, HS and college
indicate the percentage of the population with at least
a high school diploma or college degree respectively, Black
denotes the population of Black people (which was deleted
in this study), and urban denotes the urban population
percentage.
These six models were used in the present study to enable
comparison of the results. Some variables were changed or
omitted according to data availability.
According to the information in these six equations,
several groups of variables were re-organized (Table 2).
All these data were derived from data from theWorld Bank
and the Statistical, Economic and Social Research and
Training Centre for Islamic Countries (SESRIC).20�23 Coun-
tries1 were chosen based on their data availability. A mean
value for all available data from 1996 to 2004 was used to
eliminate temporary fluctuation in variables.
Results
The six equations mentioned above were used to estimate
values. The results when IMR and life expectancy were used
as mean population health proxies are summarized in Tables
3 and 4, respectively.
The estimated result of Eq. (1), when IMR is a dependent
variable, shows that the only significant variable was GDP.
The Gini coefficient was not significant; i.e. the GDP level
itself, not inequality in GDP level, affects IMR. A similar result
was observed when life expectancy was used as the depen-
dent variable in Eq. (1), which showed that the higher the GDP
per capita, the higher the life expectancy.
Table 3 e Estimated equations for income inequality and population health, with infant mortality rate as the dependentvariable.
Variable Eq. (1) Eq. (2) Eq. (3) Eq. (4) Eq. (5) Eq. (6)
GDP e e �0.01
(0.67)a�0.01d
(0.003)
�0.01d
(0.001)
�0.01c
(0.003)
Gini 0.57
(1.09)
e �0.36c
(0.003)
e �0.38
(0.70)
�0.34
(0.72)
High e e �0.76d
(0.149)
e e �0.064
(0.39)
Univ e e e e e �0.11
(1.23)
Urban e e e e �0.65c
(�0.16)
�0.43
(0.027)
Health e e e 0.43
(1.33)
0.35
(1.44)
e
Lit e e e �0.034
(0.17)
�0.25
(0.18)
e
Female e e e �0.001
(0.28)
�0.14
(0.23)
e
S6 e e e 3.66
(8.16)
e e
1/GDP 18.2c
(10.78)
e e e e e
1/GDP2 �34
(145)
e e e e e
Ln GDP e �0.11
(0.19)
e e e e
Ln Gini e �1.47
(0.86)
e e e e
Ln lit e �0.74c
(0.31)
e e e e
R2 58 58 76 75 83 78
F 6.68 6.68 15.37 6.05 7.7 14.16
D.W. 2.1 2.1 2.08 2.03 2.2 1.98
a Numbers in parentheses are standard errors.
b S6 is the share of income going to the bottom 60th percentile of the income distribution.
c P ¼ 0.05.
d P ¼ 0.01.
p u b l i c h e a l t h 1 2 5 ( 2 0 1 1 ) 5 7 7e5 8 4582
Eq. (2) showed that the only significant coefficient among
the other variables that affects IMR and life expectancy is the
ln form of the adult literacy rate. This showed that the higher
the literacy, the lower the IMR and the higher the life
expectancy.
The Gini coefficient and the high school enrolment ratio
were the only significant coefficients in Eq. (3) when IMR and
life expectancy were the dependent variables. The coefficient
sign of high school enrolment in this equation showed that
a higher rate of education will decrease the IMR and increase
life expectancy.
GDP was the only significant variable in Eq. (4). Other
variables such as female share in the working population, rate
of literacy and health expenditure showed no significant
effect on IMR or life expectancy.
Eq. (5) was only estimated if IMR was the dependent vari-
able. GDP and the urban population percentage were the only
significant coefficients. For both, the higher their value, the
lower the IMR.
GDP had a significant negative effect on IMR. The urban
population percentage and the ratio of high school and
university enrolment had a positive effect on life expectancy.
Neither GDP nor the Gini coefficient had a significant effect on
life expectancy when Eq. (6) was used.
When IMR was used as the population health proxy, the
GDP coefficient was significant but the Gini coefficient was not
significant as a proxy for income inequality (linear or non-
linear form). Related to the significance of the coefficients,
a few researchers mentioned that when other controlling
factors (e.g. education, environmental situation and female
role) are included in the model, the Gini coefficient or any
proxy for income inequality can lose its significance.24 In Eq.
(3), the mentioned coefficient is significant. Related coeffi-
cients had the correct signs as expected. This meant that the
higher the GDP, the lower the IMR. A higher rate of education
regardless of the type of proxy used will reduce the IMR. An
increasing urban populationwill decrease the IMR, whichmay
show the effect of facilities and social services available to
people in cities. Education, urban population percentage and
GDP all had significant and positive effects on life expectancy.
This means that, in a particular country, the higher the rate of
education, urbanization and mean income per capita, the
more likely it is that people will live longer and healthier lives.
The highest coefficient of determination (R2) was found for
Table 4 e Estimated equations for income inequality and population health, with life expectancy as the dependentvariable.
Variables Eq. (1) Eq. (2) Eq. (3) Eq. (4) Eq. (5) Eq. (6)
GDP e e �0.8
(0.31)
0.005d
(0.001)
e 0.001
(0.001)
Gini �0.46a
(0.35)
e 0.003d
(0.001)
e e �0.32
(0.30)
High e e 0.33d
(0.08)
e e 0.48c
(0.11)
Univ e e e e e 0.69c
(0.32)
Urban e e e e e 0.36c
(0.15)
Health e e e �0.27
(0.47)
e e
Lit e e e 0.11
(0.06)
e e
Female e e e �0.14
(0.11)
e e
S6 e e e e e e
1/GDP 15.90
(42.41)
e e e e e
1/GDP2 �13c
(66.7)
e e e e e
Ln GDP e �0.11
(0.02)
e e e e
Ln Gini e 0.18
(0.12)
e e e e
Ln lit e 0.52c
(0.05)
e e e e
R2 60 79 58 72 e 82
F 7.18c 19.6 6.68 5.15 e 13.69
D.W. 1.99 2.09 2.1 2.1 e 1.84
a Numbers in parentheses are standard errors.
b S6 is the share of income going to the bottom 60th percentile of the income distribution.
c P ¼ 0.05.
d P ¼ 0.01.
p u b l i c h e a l t h 1 2 5 ( 2 0 1 1 ) 5 7 7e5 8 4 583
Eq. (5), which was the format offered by other researchers.3
Hence, among all of these equation formats offered by
different scholars, Eq. (5) had the highest power to justify the
relationship between IMR and the dependent variables (envi-
ronment, health care, prosperity, income distribution and the
role of women).
In summary, according to the abovementioned equations,
the urban population percentage and GDP are the most
important significant variables that affect life expectancy and
the IMR in Islamic countries.
Discussion
Different dimensions should be considered when drawing
conclusions on the association between income, equality and
population health. The first dimension is the type and number
of countries involved in the analyses, which means a reason-
ably large number of observations is required. As such, the
authors included as many Islamic countries as possible based
on data availability. Islamic countries were selected because
they have different attitudes and policies towards poverty, life
expectancy and infantmortality thanWestern countries. Data
were collected from the World Bank and SESRIC.
The second dimension that ought to be considered is the
choice of models. In the present study, the authors examined
differentmodels offered by various scholars to cover the areas
mentioned above, along with controlling the association
between independent variables and population health.
Different proxies were offered to measure income distribu-
tion, prosperity, environmental situation, the role of women,
education and population health (Table 2).
Several studies provided firm evidence for a negative asso-
ciation between income inequality and population health
between countries.1,7,12 However, recent studies by some
researchers16,25 suggest that the patterns reported by
others1,7,12 cannot be replicated with recent data, and did not
observe a significant association between income inequality
and population health. In view of the importance of this issue,
themainpurpose of thepresent contributionwas to undertake
a fresh examination of the relationship between income
inequality and population health for a group of Islamic coun-
tries using recent information derived fromdata resource sites
from the World Bank and Islamic countries. After consider-
ation of previous studies, seven independent variables were
determined and tested in six equations.1,3,9,25 The main
conclusion is that, in selected Islamic countries, income level
has a positive effect on population health, but the level of
p u b l i c h e a l t h 1 2 5 ( 2 0 1 1 ) 5 7 7e5 8 4584
income distribution is not significant. Among the other
dependent variables (such as different measures of income
distribution, health care, the role ofwomenand environment),
only environment and education had significant effects. Most
of the Islamic countries studied are considered to be poorly
developed. In collaboration with other studies,6,10,11,17 the
present results support the hypothesis that, in developing
countries, it is the income level or GDP itself rather than the
inequality in GDP level that affects population health.
Ethical approval
Ethical approval was sought for the original collection of data
and the ethical approval was received by Shiraz University.
Funding
None declared.
Competing of interests
None declared.
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