Do remittances induce inflation? Fresh evidence from developing countries.
Narayan, Paresh Kumar ; Narayam, Seema ; Mishra, Sagarika 等
1. Introduction
There is now a growing interest in the economic and institutional
determinants of inflation, mainly because they have implications for
monetary policy. As a result, there is a large and growing literature on
the determinants of inflation (see, inter alia, Catao and Terrones
2005). There are only two studies in this regard that are closest to our
work, but none of them have examined the impact of remittances on the
inflation rate. Aisen and Veiga (2006) examined the relationship between
inflation, political instability, and institutions using a data set
covering 97 countries. Of these, 75 were developing countries. Their
work was based on data covering the period ranging from 1960 to 1999.
They used a dynamic panel data system generalized method of moments
(GMM) estimator and within-group (fixed effects) estimator and found
that a higher degree of political instability generates higher
inflation. They also found that trade openness and economic growth
reduced inflation, while growth in oil prices and the U.S. Treasury bill
rate increased inflation.
Cottarelli, Griffiths, and Moghadam (1998) examined the
determinants of inflation for a sample of 47 industrial and transition
economies over the 1993-1996 period. They used an instrumental variables
technique and found that fiscal deficits, trade openness, countries with
a wage indexation mechanism, and an independent central bank all had a
positive effect on inflation.
The goal of this article is to extend the work on the determinants
of inflation for developing countries. We use a panel data set
consisting of 54 developing countries over the 1995-2004 period. Our
estimation technique is based on the Arellano and Bond (1991) panel
dynamic estimator and the Arellano and Bover (1995) and the Blundell and
Bond (1998) system GMM estimator.
We advance the literature forward in two novel ways. First, over
the last couple of decades remittance to developing countries has
increased steadily. We develop the link between inflation and
remittances and empirically test whether remittances induce inflation.
Remittances have emerged as a crucial issue for fiscal and monetary
policy. Workers' remittances to developing countries have increased
by a more than fivefold measure over the 1990-2004 period, from USD31.2
billion to USD160.4 billion, representing about 1.8% of developing
countries' GDP (World Bank 2006). For many developing countries,
remittances constitute the single largest source of foreign exchange.
They have surpassed export revenues, foreign direct investment, and
other private capital inflows (Amuedo-dorantes and Pozo 2004). The World
Bank (2005) reports that while workers' remittances have increased
from USD58 billion in 1995 to USD160 billion in 2004, over the
corresponding period foreign direct investment increased from USD107
billion to USD166 billion, and official development assistance increased
from USD59 billion to USD79 billion. The advent of remittances as a
source of external finance is perceived as an avenue for fostering
development and rescuing developing countries from both man-made and
natural crises (see IMF 2005). Second, we model the determinants of
inflation by taking into account political stability and institutional
variables, namely government stability, military in politics, law and
order, and democratic accountability. (1)
The balance of this article is organized as follows. In the next
section, we discuss the theoretical framework. In section 3, we explain
the model and the estimation technique. In section 4, we discuss the
results. In the final section, we provide some concluding remarks.
2. Theoretical Underpinnings
Inflation and Remittance
The effect of remittances on inflation can be viewed from three
different perspectives: namely, from the points of view of appreciating
exchange rates, increasing money supply, and balance of payments. The
rising level of remittances in developing economies can have a spending
effect. This can trigger a rise in the price level of non-tradables. The
Salter-Swan-Corden-Dornbusch paradigm offers an avenue for understanding
the theoretical relationship among capital inflows (in our case,
remittances), the price level, and the real exchange rate in developing
economies. The model shows that an increase in remittances could cause a
real exchange rate appreciation via rising domestic prices. More
importantly, the extent of the effect of a rising level of remittances
on domestic prices will depend on the country's exchange rate
regime.
Reinhart and Rogoff (2004) show that different exchange rate
regimes have considerably different effects on macroeconomic variables.
Under a fixed exchange rate regime, for instance, an increase in
remittances will move resources from the tradable to the non-tradable
sector. This will result in an increase in the price level. Since the
exchange rate is fixed, the country cannot adjust its international
relative prices after a negative shock to the tradable sector. The
nominal depreciation is, thus, prevented, and as a result, the tradable
output contracts and the price level rises.
On the other hand, under a flexible exchange rate regime, since
international relative prices can be adjusted following a large inflow
of remittance, the resulting effect will be a rising price level and
appreciation of the exchange rate. Rodrik (2007) provides evidence that
the overvaluation of the real exchange rate (following an increase in
remittances) causes an underestimation of long-term economic growth,
particularly for developing economies. For these countries, the
production of tradable goods suffers from weak institutions and market
failures. This can potentially lead to an increase in inflation.
Acosta, Mandelman, and Lartey (2007) develop a micro-founded
dynamic stochastic general equilibrium model that can explain the
increasing price level when remittance is high. They consider a
transmission mechanism: an increase in the household income (due to
remittances) results in a decrease in the labor supply. A shrinking
labor supply is associated with higher wages in terms of the price of
the tradable output. This in turn leads to higher production costs,
contributing to a further contraction of the tradable sector. Both the
real exchange rate and the ratio of tradable to non-tradable output
therefore induce high spending and resource movement. This can
potentially result in an increase in inflation. Obstfeld and Rogoff
(1996) contend that a positive transfer of resources to a country erodes
its competitiveness in the global market because transfers lead to an
appreciation of the real exchange rate. This implies that resource
transfers generate inflation.
The increase in domestic prices due to a high exchange rate (which
results from high remittances) can also be explained from the viewpoint
of exchange rate pass-through; for a detailed discussion on this, see
Choudhri and Hakura (2006).
When large inflows of foreign exchange are remitted by expatriates
to their home country, the conversion of this foreign exchange into
domestic currency raises the money supply. If this is not absorbed into
productive sectors (or capital investment), then it goes into
consumption expenditure, fuelling inflation. Remittances also boost real
wealth, which stimulates consumption expenditure. This creates short-run
excess demand, which drives up the price level.
The relationship between remittances and inflation can also be
looked at from the point of view of the balance of payments and foreign
reserves accumulation, as follows. Remittances can also be a source of
balance-of-payments surplus and international reserves accumulation.
Failure of central banks to fully sterilize the increase in
international reserves will lead to an increase in the monetary base.
This will result in further appreciation of the exchange rate. As a
result, there will be an upward pressure on prices. Bugamelli and
Paterno (2009) proposed a similar idea.
Inflation and Openness
The link between inflation and openness is well captured in the
Barro and Gordon (1983) model, in which an unanticipated monetary
expansion can cause inflation. The incentive to create surprise
inflation is present if the rate of targeted output is lower than the
natural rate of output. The central bank may target a rate higher than
the natural rate if the natural rate is below the social optimum. Romer
(1993) argued against this. He suggested that openness actually can
reduce inflation since greater openness exposes a country, so much so
that it suffers more from a real depreciation. In this case, there is
less incentive for a country to pursue monetary expansion in open
economies. Romer (1993) provides empirical evidence of this negative
relationship between inflation and openness for a cross-section of
countries. His findings are supported by Lane (1997).
Moreover, in the political science literature the
"compensation hypothesis" is posited to explain a state's
behavior in response to globalization. In the face of greater exposure
to the outside world, the welfare state is seen as offsetting the social
costs of international integration. The role of the state is crucial
because despite the net economic gains from openness, developing
countries exposed to international markets are likely to experience
social dislocation, uncertainty, and unequal distributive effects. A
related argument is provided by Rodrik (1997). Kaufman and
Segura-Ubiergo (2001) argue that this can be a source of backlash
against market-oriented economic policies, resulting in political and
social instability. Government responds to cushion these anti-market
oriented policies through the provision of welfare transfers. This
assists people in coping with the structural change brought about by
greater openness. By boosting spending, the development of the welfare
state is likely to generate inflationary pressures.
Inflation and Institutions
The role of central bank independence has been a major issue in the
literature on the determinants of inflation. Whether or not a central
bank is independent depends in large part on whether a country is
democratic. In most non-democratic countries, central banks are at the
mercy of the government in that the central bank is open to political
intervention, thus undermining the optimality of monetary policy. This
is particularly the case during election time, when an incumbent
government can use expansionary monetary policy to boost growth at the
expense of high inflation. The International Monetary Fund (IMF 1996)
found that between 1975 and 1995 the inflation performance of
industrialized countries was negatively correlated with central bank
independence. Other studies support this correlation (see Guitierrez
2003).
Some studies have found that democracies have better economic
performances. The poor economic performances of non-democratic
economies, characterized by unstable government, involvement of military
in politics, and an absence of the rule of law, among other
characteristics, is attributed to the predatory behavior of state
officials. Non-democratic leaders use the state apparatus to extract
revenue. They maintain themselves in power with repression and by using
public spending and employment to create patronage networks and to
co-opt popular unrest (Fatton 1992). The result, as clearly explained by
Gasiorowski (2000, p. 321), is high inflation and slow growth, resulting
from low investment levels, large fiscal deficits, loose monetary
policy, chronic trade deficits, and inefficient state bureaucracies and
public enterprises.
Rogoff (1985) argues that independent central banks ensure low
inflation through solving the "time inconsistency problem,"
whereby governments attempt to stimulate the economy during election
time. This action is aimed at stimulating growth and fighting
unemployment--two appealing conditions for the electorate.
In democracies, party politics also have implications for
inflation. Several authors have argued that the partisanship of the
government does matter with regard to the type of macroeconomic policies
adopted (see Hibbs 1977). The consensus is that left-wing governments
are better at promoting economic growth than are right-wing governments
(Whiteley 1983), while right-wing governments produce relatively smaller
deficits than do left-wing governments (Roubini and Sachs 1989). In
other words, left-wing governments focus on promoting economic growth
and boosting employment--a constituency obligation, while right-wing
governments focus on fighting inflation to protect the assets of the
wealthy and the middle class--their target constituency (Kaltenthaler
and Anderson 2000).
Inflation, Government Debt, and Current Account
There is a direct link between debt and monetary policy as a result
of seigniorage. When an economy relies heavily on seigniorage revenues,
its average level of seigniorage should be high. Thus, money financing
is important. Sargent (1982) argues that European inter-war
hyperinflation grew out of persistently active fiscal policies, which
forced monetary authorities to adjust the money stock passively to meet
high levels of government deficits.
A high level of debt could lead to monetization of debt, in turn
leading to high inflation. The monetary policy implications of high debt
when the real interest rate exceeds economic growth are well explained
by Sargent and Wallace (1981). To achieve a lower interest rate,
controlling inflation through reducing money growth would raise the
debt:GDP ratio. The result will be an increase in interest payments and
higher budget deficits. An expanding budget deficit will generate growth
in money and inflation in the long run.
The fiscal theory of price determination, the proponents of which
include Leeper (1989), Sims (1994), and Woodford (2001), among others,
argues that if the real primary surplus is determined exogenously, the
quantity of debt and price level may be related through a wealth effect.
A rise in wealth through a non-Ricardian tax cut, for instance,
stimulates consumption. The resulting excess demand generates a rise in
price levels until excess demand falls and restores equilibrium. The
fall in excess demand results from a decline in real wealth, which
consists of real debt holdings. The maturity of government debt has
direct implications for inflation. The greater the maturity, the smaller
the inflation required to restore equilibrium following an expansionary
fiscal policy.
Other Determinants of Inflation
The share of agriculture in GDP is used to model inflation. The
agricultural share in GDP proxies a structural shift in the economy, and
it captures a country's speed of transition and any setbacks due to
financial crises when the agricultural sector acts as a shock absorber.
A large agricultural sector relative to GDP implies a large resource
transfer among sectors in the economy. Easy credit from the central bank
ensures smooth adjustments, leading to a reduced impact on unemployment
but higher inflation. Cukierman (1992) treated this as the employment
motive for inflationary policies.
Cukierman, Edwards, and Tabellini (1992) consider the role of the
agricultural sector as a revenue motive for inflationary policies. Their
argument centers on the fact that the agricultural sector is the hardest
to tax. This implies that countries in which the share of agriculture in
GDP is high, the dependence on seigniorage revenue is greater. Higher
seigniorage revenues lead to higher inflation.
Past inflation (lagged inflation) is also modeled as a determinant
of inflation. Lagged inflation affects current inflation in two ways:
(i) if past inflation has been costly, current inflation maybe lower;
and (ii) if inflation expectations are backward looking, a relatively
high past inflation would make disinflation more costly, thereby
resulting in higher inflation equilibrium (Cottarelli, Griffiths, and
Moghadam 1998).
3. Model Specification
Based on the conceptual framework presented in the previous
section, which also provides the theoretical motivation for including
lagged levels of the inflation rate as an additional regressor, we have
a dynamic panel specification. Our preference, given the relatively
small panel that we have, is to use the Arellano and Bond (AB, 1991) GMM
estimator and the Arrellano and Bover (1995) and the Blundell and Bond
(1998) system GMM estimator. Our proposed model takes the following
form:
[inf.sub.i,t] = [alpha]0[inf.sub.i,t] - 1 + [beta][X'.sub.i,t]
+ [PSI][gremit'.sub.i,t] + [v.sub.i] + [[epsilon].sub.i,t], i
=1,..., N; t = 1,..., T (1)
where inf stands for the inflation rate of country i at time t;
gremit stands for the growth rate in remittances as a percentage of GDP
(henceforth remittance growth); X is a vector of core explanatory
variables used to model inflation, apart from remittances; v is
country-specific effects; and [epsilon] is the error term. The model was
also estimated by using log[l + (inf/100)] as a dependent variable.
By comparison, using the pooled ordinary least squares (OLS) and
the panel OLS estimator (with fixed and random effects) is problematic
because the lagged dependent variable is correlated with the error term.
By first differencing Equation l, the AB GMM estimator solves this
problem and eliminates country-specific effects. E([[epsilon].sub.i,t] -
[[epsilon].sub.i,t-1]) = 0, but ([inf.sub.i,t] -[inf.sub.i,t - 1]) is
not independent of ([[epsilon].sub.i,t] - [[epsilon].sub.i,t-1]). The AB
method solves this problem by using two or more lags of the first
difference of inflation as instruments. We use two lags. With respect to
([X.sub.i,t] - [X.sub.i,t -1]) and ([gremit.sub.i,t] - [gremit.sub.i,t -
1]), we assume that all the control variables except output growth,
remittance growth, and government stability are predetermined in the
sense that E([X.sub.i,t], [[epsilon].sub.i,s]) [not equal to 0] and for
s < t but 0 for s > [greater than or equal to] t. For the
predetermined variables, one or more period lagged levels of the
variables are orthogonal to the differenced error term and thus form
valid instruments for respective first differenced right-hand side
variables. We use two lags.
We allow for possible endogeneity between inflation and government
stability, inflation and remittance growth, and inflation and output
growth because current period inflation could potentially affect the
flow of remittance and the output growth rate. The higher the inflation,
the higher could be the flow of remittance and the lower could be the
output growth. Similarly, current inflation can affect the stability of
the political party in power. The government will become more unstable
as inflation increases. To account for these endogeneity issues, we
include the one period lagged value of these variables as a valid
instrument in the regression. Our sample size is close to 500
observations, and the Sargan test results support a two-step estimator
over the one-step estimator. It follows that in our empirical work we
use the two-step estimator.
4. Data and Results
Data
Our empirical analysis is based on annual data covering the
1995-2004 period for 54 developing countries. These countries include
the following: Albania, Argentina, Armenia, Azerbaijan, Bangladesh,
Bolivia, Botswana, Brazil, Cameroon, China, Colombia, Congo Republic,
Costa Rica, the Dominican Republic, Ecuador, Egypt, El Salvador,
Ethiopia, Gabon, Ghana, Guatemala, Guinea, Guyana, Haiti, Honduras,
India, Indonesia, Jamaica, Jordon, Latvia, Lithuania, Malawi, Mali,
Mexico, Moldova, Morocco, Namibia, Nicaragua, Niger, Nigeria, Pakistan,
Panama, Paraguay, Peru, Philippines, Senegal, Sierra Leone, Slovenia,
Sri Lanka, Sudan, Togo, Trinidad and Tobago, Tunisia, and Yemen. In all,
our sample of countries includes 19 African countries, 17 Central and
South American countries, eight European countries, and seven Asian
countries. (2)
Data are obtained from four sources: the World Development
Indicators (WDI), the International Financial Statistics (IFS),
Bloomberg, and the International Country Risk Guide (ICRG). Data on
inflation, real economic growth rate, agricultural sector output as a
percentage of GDP, trade openness (sum of exports plus imports as a
percentage of GDP), current account deficit as a percentage of GDP,
total debt as a percentage of GDP, nominal exchange rate, and
workers' remittances are from the WDI. We use the growth rate of
remittances as a percentage of GDP. Data on the U.S. short-term Treasury
bill rate are from the IFS. Data on crude oil prices are from Bloomberg.
Data on democratic accountability, government stability, law and order,
and the military in politics are obtained from the ICRG. The government
stability index measures the government's ability to carry out its
policies and its ability to stay in office for the full duration. It is
made up of three components: government unity, legislative strength, and
popular support. Points range from 0 to 12, with 12 indicating the
highest level of government stability. The military in politics index
measures the involvement of the military in politics. Points range from
0 to 6, with 6 indicating the lowest level of military participating in
politics.
The law and order index measures the strength and impartiality of
the legal system and the popular observance of the law, with points
ranging from 0 to 6. Six implies the highest level of law and order. The
democratic accountability index measures the responsiveness of
government to its people. The less responsive it is, the more likely it
is that the government will fall, peacefully in a democratic society but
possibly violently in a non-democratic one. Points range from 0 to 6,
with 6 indicating the highest level of democratic accountability.
Main Findings
We start our analysis by checking for outliers in the data. We
apply the "mean [+ or -] 3 standard deviations (SD)" rule to
remove outliers from each of the variables for each country. However, we
did not find any outliers. In Table 1, we report descriptive statistics
of our variables. The mean inflation for our panel is 9.7%, and the SD
is 11.1%. This indicates that the variability of inflation is relatively
high across countries in our panel. This is expected because we are only
considering developing countries for our analysis. The mean current
account deficit as a percentage of GDP is very low, indicating that the
panel has a higher change in net foreign asset with a lower variability.
This is because these countries have high inflow of remittances that
cause a current account reversal (Bugamelli and Paterno 2009). The
statistics for all the institutional variables are very similar across
the panel.
We start our empirical analysis by running pooled OLS and fixed
effect estimations. Although the coefficient estimates are inconsistent
in both the cases, we run these regressions to compare the coefficients
with the GMM estimation. The OLS and fixed effect estimation results are
shown in Table 2. The results indicate that lag inflation is positive
and significant and output growth is negative and significant under both
estimators. However, remittance is not statistically significant in
either of the two models. Log nominal exchange rate is negative and
significant, consistent with our expectations. Current account deficit
is insignificant. Total debt is positive and significant. Trade is
positive and significant under fixed effect estimation but negative and
significant under OLS.
Next, we estimate system and differenced GMM models for our panel.
The system and differenced results are shown in Tables 3 and 4,
respectively. We estimate several variants of the inflation model to
test the robustness of the impact of remittances on the inflation rate
for 54 developing countries. In model 1, we examine the impact of the
economic growth rate, the nominal exchange rate, and the remittance
growth rate on the inflation rate. In addition to the above three
variables, in models 2-4 we examine the impact of trade openness, the
current account deficit, and total debt on the inflation rate. In
addition to all of the above explanatory variables, in models 5-7 we
successively add agricultural output, growth of crude oil prices, the
U.S. interest rate, democracy, government stability, military, and law
and order, respectively.
System GMM
We find that for all specifications, lag inflation is positive and
significant. Consistent with economic theory, output growth is negative
and significant in models 7, 8, and 10. (3) Remittance growth rate has a
statistically significant and positive effect on the inflation rate in
10 out of 11 models. This indicates that high levels of remittances
induce inflation. Consistent with theory, the nominal exchange rate has
a statistically significant negative effect on inflation in 9 out of 11
models. Trade has a positive and statistically significant coefficient
in only 2 out of 10 models. The current account deficit as a percentage
of GDP has a statistically significant positive effect on the inflation
rate in only four out of nine models. Total debt as a percentage of GDP
has a positive and statistically significant effect in all eight models.
Agricultural output as a percentage of GDP and the U.S. interest rate
have a positive and significant effect on the inflation rate, whereas
the growth rate of crude oil price does not have any effect on
inflation. Among the four institutional variables, democracy and
military in politics have statistically significant negative effects on
inflation, whereas government stability and law and order do not have
any significant effects on inflation.
The results from models 1-11 reveal two important features. First,
we find that the inclusion of additional regressors does not change the
results on the impact of remittances on the inflation rate. For
instance, across all 10 models, we find the magnitude of the impact of
the growth rate of remittances to be in the range of 0.001 to 0.009.
Second, we notice that the magnitude and statistical significance of the
rest of the variables are fairly consistent across all models.
Differenced GMM
For all specifications, lag inflation is found to be positive and
statistically significant. Consistent with economic theory, the economic
growth rate has a statistically significant negative effect in all
models. Remittance growth rate has a statistically significant positive
effect on the inflation rate in 3 out of 11 models. Nominal exchange
rate has a negative and statistically significant effect on inflation in
all 11 models. Trade has a positive and significant coefficient in all
10 models. The current account deficit as a percentage of GDP has a
statistically significant positive effect on the inflation rate in all
nine models. Total debt as a percentage of GDP has a positive and
significant effect in all eight models. Agricultural output as
percentage of GDP and the U.S. interest rate have a positive and
significant effect on the inflation rate, whereas the growth rate of
crude oil price does not have any significant effect on inflation. Among
the four institutional variables, democracy, government stability, and
military in politics have statistically significant negative effects on
inflation. Meanwhile, law and order does not have any significant effect
on inflation. Although in the short run (results from differenced GMM
estimation) the addition of other regressors makes the remittance growth
rate insignificant, in the long run (results from system GMM estimation)
growth of remittance has a significantly positive effect on inflation.
The sign and significance of all other variables mostly remain
consistent across all models.
To give credence to our results, we run some diagnostic tests to
examine whether the data are consistent with the assumptions of the AB
estimator. In particular, we report the Sargan test statistic, which
examines the over-identification restrictions. It essentially tests
whether the instruments are uncorrelated with the error terms in the
estimated equation. The null hypothesis is that the instruments as a
group are exogenous. A finding of exogenous instruments is needed for
the validity of the GMM estimates. The Sargan test statistic (together
with its associated p-values) is reported in the second last two rows of
Tables 3 and 4. The Sargan test statistics for all models appear with
p-values greater than 0.10; hence, we are unable to reject the null
hypothesis.
The second test we report is the Arellano and Bond test for
autocorrelation. The null hypothesis is "no autocorrelation"
and relates to the differenced residuals. We only report the test
statistics and their associated p-values for the autoregressive model
with two lags because it detects autocorrelation in levels. For both
system GMM and differenced estimation for all of the 11 models we are
unable to reject the null hypothesis of "no autocorrelation."
There is robust evidence that for all 11 models there is no
autocorrelation at the 1% level.
Discussion of Results
Based on the pooled OLS and the fixed effect estimations, we did
not find remittance growth to be a statistically significant determinant
of inflation. This is not surprising because the coefficient estimates
are biased under the OLS and the fixed effect estimators. Based on the
system GMM estimator, we find that across 11 different models of the
determinants of the inflation rate, remittances had a statistically
significant positive effect on the inflation rate in developing
countries. This indicates that remittances exert inflationary pressures
in developing countries in the long run. In the short run, we also find
some evidence, although not as conclusive as in the case of the long
run, that remittances induce inflation. The findings indicate that
remittances are not absorbed into productive sectors (or capital
investment); rather, they go toward consumption expenditure. This fuels
inflation. This behavior of remittances in developing countries is also
consistent with the wealth transfer inflationary pressure argument
developed by Obstfeld and Rogoff (1996). The main thesis of their
argument is that resource transfers deplete a country's global
market competitiveness, triggering an appreciation of the real exchange
rate, thus further fueling inflation.
With altruistically motivated remittances, between remitters and
their family members exists a situation of asymmetric information
whereby remitters are incapable of monitoring how the remitted funds are
used. If used for capital investment, remittances offer a means of
building a sustainable livelihood. However, in most cases, remittances
are used for consumption purposes. This is noted in the work of Meyers
(1998).
Consistent with economic theory, in all models we find that the
nominal exchange rate had a statistically significant negative effect on
inflation. This is because when the exchange rate appreciates it reduces
net exports by making imports cheaper. The reduction in net exports
shifts the aggregate demand curve leftward. For a given aggregate
supply, this will result in a reduction in the price level.
Our result shows that openness has a statistically significant
positive effect on inflation in most of our models. This result is
consistent with the compensation hypothesis, in which greater openness
leads to unequal distribution of gains from openness. In other words,
openness exposes developing countries to greater social and economic
inequality, generating political demand for social spending, aimed at
providing compensation for increased risk associated with openness. To
avert political and economic crises, governments respond by developing a
welfare state, capable of ensuring parity in the distribution of gains
from greater trade. The emergence of the welfare state stimulates
consumer spending, thereby generating inflationary pressures.
A second explanation for our results has roots in the work of
Kydland and Prescott (1977), who show that when central banks are not
pre-committed to monetary policy, there is high inflation. The main
tenet of their idea is based on imperfect competition arising from trade
openness. If this results in suboptimal output levels, and when monetary
policy can stimulate output to its natural level, the central bank has
an incentive to create surprise inflation.
While consistent with the results of the Kydland and Prescott
(1977) hypothesis and the compensation hypothesis, our results on
openness are inconsistent with the literature that has used similar
panel data estimation approaches to our work. For example, Desai,
Olofsgard, and Yousef (2003) examined the relationship between inflation
and openness for a panel of 100 countries (both developed and
developing) and found that trade openness reduces inflation. Aisen and
Veiga (2006) examine the inflation-openness nexus for a panel of 75
developing countries and find an inverse relationship between openness
and inflation. In a recent study, Bowdler and Nunziata (2006), for a
panel of 18 OECD countries, found that increased trade openness reduces
the probability of inflation. Similar results were found by Romer
(1993), who argued that one should observe a negative openness-inflation
relationship, if such a mechanism is a driving force of inflation.
We find a fairly consistent negative and statistically significant
relationship between economic growth and inflation. An increase in
economic growth implies that there are more goods and services for a
fixed amount of money, an increase in goods and services relative to
money. This puts downward pressure on inflation. This finding is
consistent with the literature that has modeled the impact of economic
growth on inflation for panels of countries. For example, Aisen and
Viega (2006) found a negative relationship between economic growth and
inflation for a panel of 75 developing countries, and Desai, Olofsgard,
and Yousef (2003) found a negative relationship between economic growth
and inflation for a panel of 100 developed and developing countries.
Our results on the relationship between institutions and the
inflation rate in developing countries are mixed in terms of statistical
significance. For instance, in the short run, an improvement in
democracy, government stability, and military in politics has a
statistically significant negative effect on the inflation rate, but law
and order has a statistically insignificant effect on the inflation
rate. In the long run, government stability does not have any
significant effect on inflation. However, democracy and military in
politics have a negative effect on inflation in the long run.
Our results on the impact of democracy are consistent with
similarly motivated studies. For example, Aisen and Veiga (2006), for a
panel of 75 developing countries, found that political instability,
increased government crises, and cabinet changes all contributed to
higher inflation in developing countries. Consistent with our findings,
they report that democracy reduces inflation. However, our findings and
those of Aisen and Viega are inconsistent with those of Gasiorowski
(2000), who found that democracy increased the inflation rate in a panel
of 49 developing countries.
We find that our inclusion of variables capturing external
conditions, namely the shortterm U.S. Treasury bill rate, creates
inflationary pressures. This finding implies that external conditions,
in particular the U.S. monetary policy, is a source of inflation in
developing countries. Developing countries are dependent on imported
goods (capital) for their production. A hike in foreign interest rates
makes the financing of imported capital more expensive. This adversely
affects aggregate supply and exerts inflationary pressures. In this
literature, one previous study has modeled the impact of the U.S.
interest rate and oil prices on developing country inflation rates:
Aisen and Veiga (2006), for a panel of 75 developing countries, found
that the U.S. interest rate and oil prices exert inflationary pressures.
However, we did not find oil prices to have a significant effect on
inflation.
We find that current account deficits and total debt (both measured
as percentage of GDP) exert inflationary pressures in developing
countries. Deficits and debts generate inflationary pressures through
the monetization of deficit/debt, promoting central banks to ensure that
the government's intertemporal budget is balanced through
increasing seigniorage (see Sargent and Wallace 1981). Thus, there is a
reliance on inflation to finance government expenditure in developing
countries. In comparison with the findings from the literature,
Cottarelli, Griffiths, and Moghadam (1998), for instance, found a
positive but statistically insignificant effect of the current account
deficit on inflation and a statistically significant positive effect of
the fiscal deficit on inflation. In a related study, Gasiorowski (2000),
for a panel of developing countries, found that fiscal deficits had a
statistically significant positive effect on inflation.
Our results also indicate that a larger share of the agricultural
sector output in GDP generates inflation. This observation was first
made by Cukierman, Edwards, and Tabellini (1992), who argued that the
agricultural sector is the hardest to tax. This implies that in
countries in which the share of agriculture in GDP is high, the
dependence on seigniorage revenue is greater. Using a cross-section of
79 countries (both developing and developed), Cukierman, Edwards, and
Tabellini (1992) show that a growing agricultural sector has a
statistically significant positive effect on seigniorage. Higher
seigniorage revenues lead to higher inflation.
Robustness Check
To check robustness of our results, we use log[1 + (inf/100)]
instead of inflation as the dependent variable to estimate the models.
The results are shown in Table 5 (system GMM) and Table 6 (differenced
GMM). Based on the system GMM results, we find that remittance growth
rate has a positive and significant effect on inflation in most cases.
All other variables have coefficients of similar sign and significance,
as reported previously. Based on results obtained from the differenced
GMM estimation, we find that remittance is statistically insignificant
in most of the models. This implies that while in the short run
remittance is mostly insignificant, over the long run remittance does
significantly induce inflation in developing countries. We also exclude
the Latin American countries from the sample and re-run the regression,
and the results do not change much. In subsequent subsample analysis, we
also exclude Asian countries and reestimate these models, but no
significant change in results is found. For all of the above
estimations, the models pass the Sargan and second-order autocorrelation
tests.
5. Concluding Remarks
There is a growing interest in panel data analysis of the
determinants of inflation. In this study, we take this literature
forward through modeling the impact of remittances on the inflation rate
in a panel of 54 developing countries over the period ranging from 1995
to 2004. Given the small panel and the commonly acknowledged problems
with panel fixed effects estimators, we use the AB dynamic panel
estimator and the Arellano and Bover (1995) and the Blundell and Bond
(1998) system GMM estimator that corrects for endogeneity of regressors
through use of appropriate instruments. Because we modeled the impact of
remittances on inflation, and given the originality of the empirical
analysis, an important aspect of our analysis was to confirm the
robustness of the impact of remittances on the inflation rate.
After estimating as many as 11 different models of the determinants
of inflation, we found fairly consistent evidence that remittances
across the bulk of the models had a positive and statistically
significant effect on the inflation rate. This implies that remittances
generate inflationary pressures in developing countries. Among our other
main results, we find that (i) improvements in democracy and the
involvement of military in politics reduce inflation rates; (ii) current
account deficits, debts, the U.S. interest rate, and the agricultural
sector output increase inflation rates: (iii) openness generates a rise
in inflation; and (iv) economic growth rate decreases inflation rate,
while the lagged inflation rate has a positive effect on current
inflation.
The positive relationship between openness and inflation implies
that central banks in developing countries have the incentive to create
surprise inflation in order to boost suboptimal economic growth. There
also appears to be public pressure on developing country governments to
compensate those that suffer from a country's greater exposure to
the international markets, leading to the creation of a welfare state.
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(1) While the literature has identified the importance of central
bank independence in influencing the inflation rate (see, for instance,
Jacome [2001] and Jacome and Vazquez [2005]), we do not model central
bank independence here due to lack of data for the sample of countries
considered in this article.
(2) At the suggestion of one referee of this journal, we also
re-estimate our models by excluding Latin American countries and Asian
countries successively. The results do not change much.
(3) Following Ghosh and Phillips (1998) and Khan and Scnhadji
(2001), we account for the non-linearity relation between inflation and
output growth by adding polynomials of output growth in our regressions.
We do not find any of the coefficients to be statistically significant.
Paresh Kumar Narayan, Professor of Finance, School of Accounting,
Economic's and Finance, 70 Edgar Road, Burwood, 3125, Melbourne,
Australia: E-mail paresh.narayan@deakin.edu.au: corresponding author.
Seema Narayam, Senior Lecturer in Economics, School of Marketing,
Economics and Finance, Royal Melbourne Institute of Technology,
Melbourne, Australia: E-mail seema.narayan@rmit.edu.au.
Sagarika Mishra, Lecturer in Finance, School of Accounting,
Economics and Finance, 70 Edgar Road. Burwood, 3125. Melbourne,
Australia: E-mail sagarika.mishra@deakin.edn.au.
We would like to thank two anonymous referees of this journal for
several invaluable comments and suggestions on earlier versions of this
article. Errors or omissions, if any, are, however, our own doing.
Received July 2009; accepted June 2010.
Table 1. Descriptive Statistics
Variables Mean Median SD
Inflation 9.72 6.67 11.14
Remittance growth 7.32 5.18 76.58
Real economic growth rate 3.66 4 2.81
Current account deficit as a % of GDP -3.37 -3.36 6.96
Agricultural sector output as a % of 19.87 16.83 13.1
GDP
Total debt as a % of GDP 67.72 51.91 63.61
Trade openness measured as exports
plus imports as a % of GDP 74.01 71.01 35.61
Short-term U.S. interest rate 3.92 4.84 1.79
Growth rate in crude oil prices 9 14.36 25.74
Log of nominal exchange rate 3.25 2.72 2.61
Democracy index 3.66 4 1.32
Government stability index 8.78 9.12 1.7
Military in politics index 3.24 3 1.61
Law and order index 3.33 3 1.12
SD indicates standard deviation.
Table 2. OLS and Fixed Effect Estimation Results
OLS
Inflation.L1 0.5573 *** (0.000)
GDP growth -0.9526 *** (0.000)
Remittance 0.0011 (0.754)
Log of nominal exchange rate -0.3585 *** (0.001)
Current account deficit (% of GDP) 0.0512 (0.205)
Total debt (% of GDP) 0.0197 *** (0.000)
Trade (% of GDP) -0.0156 * (0.052)
Intercept 7.7692 *** (0.000)
No. of observations 486
Adjusted [R.sup.2] 0.61
Fixed Effect
Inflation.L1 0.3977 *** (0.000)
GDP growth -1.0614 *** (0.000)
Remittance 0.0001 (0.967)
Log of nominal exchange rate -2.9729 *** (0.002)
Current account deficit (% of GDP) 0.0731 (0.202)
Total debt (% of GDP) 0.0448 *** (0.002)
Trade (% of GDP) 0.1236 *** (0.000)
Intercept 6.4543 (0.087)
No. of observations 486
Adjusted [R.sup.2] 0.21
*, *** denote statistical significance at the 10% and 1% levels,
respectively. The probability values are reported in parentheses.
Table 3. System GMM Estimation Results
Model 1 Model 2
Inflation.L1 0.5019 *** 0.5087 ***
(0.000) (0.000)
GDP growth (%) -0.0516 0.0882
(0.084) (0.103)
Remittance growth 0.0095 *** 0.0060 ***
(0.000) (0.000)
Log of nominal exchange rate 0.0220 -0.1807
(0.674) (0.240)
Trade (% of GDP) 0.0333 ***
(0.000)
Current account deficit
(% of GDP)
Total debt (% of GDP)
Agricultural output
(% of GDP)
Crude oil prices growth (%)
U.S. interest rate
Democracy
Government stability
Military
Law and order
Sargan test 52.20 44.72
(0.49) (0.42)
No. autocorrelation -1.16 -0.87
(0.25) (0.38)
No. of observations 486 486
Model 3 Model 4
Inflation.L1 0.4783 *** 0.5079 ***
(0.000) (0.000)
GDP growth (%) -0.0286 -0.0776
(0.641) (0.240)
Remittance growth 0.0083 *** 0.0060 ***
(0.000) (0.000)
Log of nominal exchange rate -0.5655 *** -0.4998 ***
(0.000) (0.000)
Trade (% of GDP) 0.0221 *** 0.0020
(0.000) (0.857)
Current account deficit 0.0162 0.0279
(% of GDP) (0.371) (0.135)
Total debt (% of GDP) 0.0181 ***
(0.000)
Agricultural output
(% of GDP)
Crude oil prices growth (%)
U.S. interest rate
Democracy
Government stability
Military
Law and order
Sargan test 43.96 40.27
(0.53) (0.51)
No. autocorrelation -1.02 -1.23
(0.31) (0.22)
No. of observations 486 486
Model 5 Model 6
Inflation.L1 0.4791 *** 0.4921 ***
(0.000) (0.000)
GDP growth (%) -0.0274 0.0093
(0.697) (0.930)
Remittance growth 0.0025 *** 0.0055 ***
(0.000) (0.000)
Log of nominal exchange rate -0.3913 *** -0.6129 ***
(0.000) (0.000)
Trade (% of GDP) 0.0196 -0.0079
(0.123) (0.268)
Current account deficit 0.0520 * 0.0458 **
(% of GDP) (0.057) (0.003)
Total debt (% of GDP) 0.0134 *** 0.0199 ***
(0.000) (0.000)
Agricultural output 0.1777 ***
(% of GDP) (0.000)
Crude oil prices growth (%) 0.0008
(0.604)
U.S. interest rate
Democracy
Government stability
Military
Law and order
Sargan test 42.70 43.96
(0.28) (0.44)
No. autocorrelation -1.41 -1.33
(0.16) (0.19)
No. of observations 486 486
Model 7 Model 8
Inflation.L1 0.5129 *** 0.4952 ***
(0.000) (0.000)
GDP growth (%) -0.1101 * -0.1295 *
(0.023) (0.037)
Remittance growth 0.0065 *** 0.0042 ***
(0.000) (0.000)
Log of nominal exchange rate -0.5145 *** -0.5456 ***
(0.000) (0.000)
Trade (% of GDP) 0.0022 -0.0117
(0.791) (0.327)
Current account deficit 0.0407 ** 0.0371 **
(% of GDP) (0.013) (0.003)
Total debt (% of GDP) 0.0165 *** 0.0196 ***
(0.000) (0.000)
Agricultural output
(% of GDP)
Crude oil prices growth (%)
U.S. interest rate 0.1094 ***
(0.001)
Democracy -0.1835 *
(0.048)
Government stability
Military
Law and order
Sargan test 38.02 37.91
(0.45) (0.67)
No. autocorrelation -1.36 -1.41
(0.18) (0.16)
No. of observations 486 486
Model 9 Model 10
Inflation.L1 0.5116 *** 0.5002 ***
(0.000) (0.000)
GDP growth (%) -0.0844 -0.1399 *
(0.146) (0.080)
Remittance growth 0.0061 *** 0.0018
(0.000) (0.122)
Log of nominal exchange rate -0.5856 *** -0.5464 ***
(0.000) (0.000)
Trade (% of GDP) -0.0096 0.0088
(0.268) (0.445)
Current account deficit 0.0193 0.0075
(% of GDP) (0.183) (0.805)
Total debt (% of GDP) 0.0206 *** 0.0183 ***
(0.000) (0.000)
Agricultural output
(% of GDP)
Crude oil prices growth (%)
U.S. interest rate
Democracy
Government stability 0.0086
(0.917)
Military -0.5766 *
(0.046)
Law and order
Sargan test 36.06 44.28
(0.68) (0.48)
No. autocorrelation -1.34 -1.40
(0.18) (0.16)
No. of observations 486 486
Model 11
Inflation.L1 0.4910 ***
(0.000)
GDP growth (%) -0.0285
(0.637)
Remittance growth 0.0042 ***
(0.001)
Log of nominal exchange rate -0.5918 ***
(0.000)
Trade (% of GDP) -0.0024
(0.857)
Current account deficit 0.0411
(% of GDP) (0.150)
Total debt (% of GDP) 0.0220 ***
(0.000)
Agricultural output
(% of GDP)
Crude oil prices growth (%)
U.S. interest rate
Democracy
Government stability
Military
Law and order 0.2787
(0.378)
Sargan test 49.79
(0.11)
No. autocorrelation -1.25
(0.21)
No. of observations 486
p-values are in parentheses. *, **, and *** denote significance at
10%, 5%, and 1% levels of significance, respectively. L1 stands for
one-period lag.
Table 4. Differenced GMM Results
Model 1 Model 2
Inflation.L1 0.3713 *** 0.4054 ***
(0.000) (0.000)
GDP growth (%) -0.6817 *** -0.5367 ***
(0.000) (0.000)
Remittance growth 0.0069 *** 0.0037 ***
(0.001) (0.000)
Log of nominal exchange rate -5.0679 *** -4.5978 ***
(0.000) (0.000)
Trade (% of GDP) 0.1045 ***
(0.000)
Current account deficit
(% of GDP)
Total debt (% of GDP)
Agricultural output
(% of GDP)
Crude oil prices growth (%)
U.S. interest rate
Democracy
Government stability
Military
Law and order
Sargan test 39.40 48.16
(0.45) (0.70)
No. autocorrelation -1.44 -1.26
(0.15) (0.21)
No. of observations 432 432
Model 3 Model 4
Inflation.L1 0.3789 *** 0.3855 ***
(0.000) (0.000)
GDP growth (%) -0.5076 *** -0.3741 ***
(0.000) (0.000)
Remittance growth 0.0034 *** 0.0020
(0.002) (0.364)
Log of nominal exchange rate -7.2046 *** -4.8779 ***
(0.000) (0.000)
Trade (% of GDP) 0.1040 *** 0.0818 ***
(0.000) (0.000)
Current account deficit 0.2677 *** 0.1573 ***
(% of GDP) (0.000) (0.000)
Total debt (% of GDP) 0.0366 ***
(0.000)
Agricultural output
(% of GDP)
Crude oil prices growth (%)
U.S. interest rate
Democracy
Government stability
Military
Law and order
Sargan test 47.71 44.17
(0.89) (0.19)
No. autocorrelation -1.50 -1.54
(0.13) (0.12)
No. of observations 432 432
Model 5 Model 6
Inflation.L1 0.3961 *** 0.3215 ***
(0.000) (0.000)
GDP growth (%) -0.3591 *** -0.3824 ***
(0.000) (0.000)
Remittance growth 0.0004 0.0016
(0.853) (0.448)
Log of nominal exchange rate -4.3954 *** -5.8327 ***
(0.000) (0.000)
Trade (% of GDP) 0.1287 *** 0.0887 ***
(0.000) (0.000)
Current account deficit 0.1785 *** 0.1960 ***
(% of GDP) (0.000) (0.000)
Total debt (% of GDP) 0.0489 *** 0.0506 ***
(0.000) (0.000)
Agricultural output 0.1676 ***
(% of GDP) (0.001)
Crude oil prices growth (%) -0.0044
(0.105)
U.S. interest rate
Democracy
Government stability
Military
Law and order
Sargan test 47.48 40.41
(0.66) (0.43)
No. autocorrelation -1.49 -1.61
(0.14) (0.11)
No. of observations 432 432
Model 7 Model 8
Inflation.L1 0.3917 *** 0.3719 ***
(0.000) (0.000)
GDP growth (%) -0.2959 *** -0.3599 ***
(0.000) (0.000)
Remittance growth 0.0013 0.0029
(0.472) (0.124)
Log of nominal exchange rate -4.1302 *** -4.7221 ***
(0.000) (0.000)
Trade (% of GDP) 0.1039 *** 0.0872 ***
(0.000) (0.000)
Current account deficit 0.1736 *** 0.1864 ***
(% of GDP) (0.000) (0.000)
Total debt (% of GDP) 0.0354 *** 0.0211 ***
(0.000) (0.006)
Agricultural output
(% of GDP)
Crude oil prices growth (%)
U.S. interest rate 0.1608 ***
(0.000)
Democracy -1.1206 ***
(0.000)
Government stability
Military
Law and order
Sargan test 45.86 44.11
(0.22) (0.18)
No. autocorrelation -1.58 -1.57
(0.12) (0.12)
No. of observations 432 432
Model 9 Model 10
Inflation.L1 0.3004 *** 0.4028 ***
(0.000) (0.000)
GDP growth (%) -0.5576 *** -0.3290 ***
(0.000) (0.000)
Remittance growth -0.0002 -0.0008
(0.934) (0.699)
Log of nominal exchange rate -4.4777 *** -3.8424 ***
(0.001) (0.000)
Trade (% of GDP) 0.0051 0.1157 ***
(0.757) (0.000)
Current account deficit 0.1673 *** 0.1478 ***
(% of GDP) (0.001) (0.000)
Total debt (% of GDP) 0.0315 *** 0.0356 ***
(0.000) (0.000)
Agricultural output
(% of GDP)
Crude oil prices growth (%)
U.S. interest rate
Democracy
Government stability -0.2944 **
(0.008)
Military -0.6837 *
(0.018)
Law and order
Sargan test 37.66 45.18
(0.75) (0.23)
No. autocorrelation -1.69 -1.53
(0.09) (0.12)
No. of observations 432 432
Model 11
Inflation.L1 0.3830 ***
(0.000)
GDP growth (%) -0.3812 ***
(0.000)
Remittance growth -0.0019
(0.360)
Log of nominal exchange rate -4.8458 ***
(0.000)
Trade (% of GDP) 0.1114 ***
(0.000)
Current account deficit 0.1493 ***
(% of GDP) (0.000)
Total debt (% of GDP) 0.0401 ***
(0.000)
Agricultural output
(% of GDP)
Crude oil prices growth (%)
U.S. interest rate
Democracy
Government stability
Military
Law and order 0.4225
(0.277)
Sargan test 45.71
(0.12)
No. autocorrelation -1.61
(0.11)
No. of observations 432
p-values are in parentheses. *, **, and *** denote significance at
10%, 5%, and 1% levels of significance, respectively. L1 stands for
one-period lag.
Table 5. System GMM Results (log[1 + (inf/100)] as Dependent Variable)
Model 1 Model 2
Log inflation.L1 0.5364 *** 0.5428 ***
(0.000) (0.000)
GDP growth (%) 0.0006 0.0005
(0.113) (0.416)
Remittance growth 0.0001 *** 0.0001 ***
(0.000) (0.000)
Log of nominal exchange -0.0016 ** -0.0004
rate (0.013) (0.667)
Trade (% of GDP) 0.0003 ***
(0.000)
Current account deficit
(% of GDP)
Total debt (% of GDP)
Agricultural output
(% of GDP)
Crude oil prices growth (%)
U.S. interest rate
Democracy
Government stability
Military
Law and order
Sargan test 51.25 41.58
(0.80) (0.22)
No. autocorrelation -0.93 -0.70
(0.35) (0.49)
No. of observations 486 486
Model 3 Model 4
Log inflation.L1 0.5378 *** 0.5058 ***
(0.000) (0.000)
GDP growth (%) 0.0015 ** 0.0004
(0.008) (0.479)
Remittance growth 0.0001 *** 0.0001 *
(0.000) (0.044)
Log of nominal exchange -0.0031 *** -0.0043 ***
rate (0.000) (0.000)
Trade (% of GDP) 0.0002 *** -0.0001
(0.000) (0.106)
Current account deficit -0.0001 0.0002
(% of GDP) (0.737) (0.169)
Total debt (% of GDP) 0.0002 ***
(0.000)
Agricultural output
(% of GDP)
Crude oil prices growth (%)
U.S. interest rate
Democracy
Government stability
Military
Law and order
Sargan test 43.45 50.26
(0.65) (0.55)
No. autocorrelation -0.81 -1.02
(0.42) (0.31)
No. of observations 486 486
Model 5 Model 6
Log inflation.L1 0.4727 *** 0.5105 ***
(0.000) (0.000)
GDP growth (%) -0.0008 * 0.0006
(0.046) (0.124)
Remittance growth 3.36e-06 0.0001 *
(0.721) (0.032)
Log of nominal exchange -0.0029 *** -0.0054 ***
rate (0.000) (0.000)
Trade (% of GDP) -0.0001 -0.0001 *
(0.400) (0.098)
Current account deficit 0.0005 *** 0.0003 *
(% of GDP) (0.001) (0.058)
Total debt (% of GDP) 0.0002 *** 0.0001 ***
(0.000) (0.000)
Agricultural output 0.0012 ***
(% of GDP) (0.000)
Crude oil prices growth (%) 0.0001
(0.323)
U.S. interest rate
Democracy
Government stability
Military
Law and order
Sargan test 49.69 46.83
(0.42) (0.28)
No. autocorrelation -1.19 -1.08
(0.23) (0.28)
No. of observations 486 486
Model 7 Model 8
Log inflation.L1 0.4906 *** 0.5132 ***
(0.000) (0.000)
GDP growth (%) 0.0001 0.0007
(0.904) (0.151)
Remittance growth 0.0001 *** 0.0001 ***
(0.005) (0.007)
Log of nominal exchange -0.0053 *** -0.0032 ***
rate (0.000) (0.000)
Trade (% of GDP) -0.0001 -0.0002 **
(0.405) (0.018)
Current account deficit 0.0005 *** -0.0001
(% of GDP) (0.002) (0.704)
Total debt (% of GDP) 0.0002 *** 0.0001 ***
(0.000) (0.000)
Agricultural output
(% of GDP)
Crude oil prices growth (%)
U.S. interest rate 0.0011 *
(0.014)
Democracy 0.0019
(0.144)
Government stability
Military
Law and order
Sargan test 46.55 43.82
(0.72) (0.81)
No. autocorrelation -1.07 -1.12
(0.29) (0.26)
No. of observations 486 486
Model 9 Model 10
Log inflation.L1 0.5083 *** 0.5091 ***
(0.000) (0.000)
GDP growth (%) -0.0006 -0.0003
(0.356) (0.559)
Remittance growth 0.0001 * 3.94e-06
(0.041) (0.763)
Log of nominal exchange -0.0047 *** -0.0044 ***
rate (0.000) (0.000)
Trade (% of GDP) -0.0001 -0.0001 *
(0.273) (0.099)
Current account deficit 0.0002 0.0002
(% of GDP) (0.143) (0.368)
Total debt (% of GDP) 0.0002 *** 0.0002 ***
(0.000) (0.000)
Agricultural output
(% of GDP)
Crude oil prices growth (%)
U.S. interest rate
Democracy
Government stability 0.0003
(0.655)
Military -0.0038 ***
(0.001)
Law and order
Sargan test 38.33 48.48
(0.39) (0.71)
No. autocorrelation -1.12 -1.19
(0.26) (0.23)
No. of observations 486 486
Model 11
Log inflation.L1 0.5276 ***
(0.000)
GDP growth (%) -0.0009
(0.366)
Remittance growth 0.0001
(0.186)
Log of nominal exchange -0.0066 ***
rate (0.000)
Trade (% of GDP) -0.0001
(0.442)
Current account deficit 0.0001
(% of GDP) (0.927)
Total debt (% of GDP) 0.0002 ***
(0.000)
Agricultural output
(% of GDP)
Crude oil prices growth (%)
U.S. interest rate
Democracy
Government stability
Military
Law and order -0.0021
(0.296)
Sargan test 47.33
(0.29)
No. autocorrelation -0.96
(0.34)
No. of observations 486
p-values are in parentheses. *, **, and *** denote significance at
10%, 5%, and 1% levels of significance, respectively. L1 stands for
one-period lag.
Table 6. Differenced GMM Results (log[1 + (inf/100)] as Dependent
Variable)
Model 1 Model 2
Log inflation.L1 0.3859 *** 0.4236 ***
(0.000) (0.000)
GDP growth (%) -0.0050 *** -0.0041 ***
(0.000) (0.000)
Remittance growth 0.0001 -9.22e-06
(0.124) (0.238)
Log of nominal exchange -0.0389 *** -0.0297 ***
rate (0.000) (0.000)
Trade (% of GDP) 0.0008 ***
(0.000)
Current account deficit (%
of GDP)
Total debt (% of GDP)
Agricultural output (% of
GDP)
Crude oil prices growth (%)
U.S. interest rate
Democracy
Government stability
Military
Law and order
Sargan test 38.35 47.51
(0.50) (0.72)
No. autocorrelation -1.21 -1.10
(0.23) (0.27)
No. of observations 432 432
Model 3 Model 4
Log inflation.L1 0.4192 *** 0.4005 ***
(0.000) (0.000)
GDP growth (%) -0.0032 *** -0.0023 ***
(0.000) (0.000)
Remittance growth -2.18e-06 5.00e-6
(0.847) (0.761)
Log of nominal exchange -0.0517 *** -0.0447 ***
rate (0.000) (0.000)
Trade (% of GDP) 0.0009 *** 0.0008 ***
(0.000) (0.000)
Current account deficit (% 0.0021 *** 0.0015 ***
of GDP) (0.000) (0.000
Total debt (% of GDP) 0.0003 ***
(0.002)
Agricultural output (% of
GDP)
Crude oil prices growth (%)
U.S. interest rate
Democracy
Government stability
Military
Law and order
Sargan test 51.87 47.69
(0.94) (0.87)
No. autocorrelation -1.24 -1.22
(0.22) (0.22)
No. of observations 432 432
Model 5 Model 6
Log inflation.L1 0.3884 *** 0.3481 ***
(0.000) (0.000)
GDP growth (%) -0.0031 *** -0.0031 ***
(0.000) (0.000)
Remittance growth -0.0001 5.64e-06
(0.220) (0.807)
Log of nominal exchange -0.0357 *** -0.0490 ***
rate (0.000) (0.000)
Trade (% of GDP) 0.0011 *** 0.0008 ***
(0.000) (0.000)
Current account deficit (% 0.0011 *** 0.0016 ***
of GDP) (0.000) (0.000)
Total debt (% of GDP) 0.0004 *** 0.0004 ***
(0.000) (0.000)
Agricultural output (% of 0.0014 ***
GDP) (0.009)
Crude oil prices growth (%) -0.0001 **
(0.010)
U.S. interest rate
Democracy
Government stability
Military
Law and order
Sargan test 42.96 35.56
(0.75) (0.34)
No. autocorrelation -1.19 -1.43
(0.23) (0.15)
No. of observations 432 432
Model 7 Model 8
Log inflation.L1 0.3827 *** 0.3964 ***
(0.000) (0.000)
GDP growth (%) -0.0020 *** -0.0021 ***
(0.000) (0.000)
Remittance growth -7.46e-06 5.71e-06
(0.695) (0.743)
Log of nominal exchange -0.0397 *** -0.0504 ***
rate (0.000) (0.000)
Trade (% of GDP) 0.0009 *** 0.0009 ***
(0.000) (0.000)
Current account deficit (% 0.0015 *** 0.0019 ***
of GDP) (0.000) (0.000)
Total debt (% of GDP) 0.0003 *** 0.0002 ***
(0.004) (0.000)
Agricultural output (% of
GDP)
Crude oil prices growth (%)
U.S. interest rate 0.0011 **
(0.011)
Democracy -0.0090 ***
(0.000)
Government stability
Military
Law and order
Sargan test 41.05 48.90
(0.56) (0.43)
No. autocorrelation -1.32 -1.28
(0.19) (0.20)
No. of observations 432 432
Model 9 Model 10
Log inflation.L1 0.3273 *** 0.4100 ***
(0.000) (0.000)
GDP growth (%) -0.0040 *** -0.0024 ***
(0.000) (0.000)
Remittance growth -0.0001 -0.0001
(0.062) (0.078)
Log of nominal exchange -0.056 *** -0.0383 ***
rate (0.000) (0.000)
Trade (% of GDP) -0.0001 0.0012 ***
(0.483) (0.000)
Current account deficit (% 0.0018 *** 0.0013 ***
of GDP) (0.000) (0.000)
Total debt (% of GDP) 0.0003 ** 0.0004 ***
(0.018) (0.000)
Agricultural output (% of
GDP)
Crude oil prices growth (%)
U.S. interest rate
Democracy
Government stability -0.0012
(0.070)
Military 0.0001
(0.980)
Law and order
Sargan test 38.60 45.00
(0.25) (0.77)
No. autocorrelation -1.44 -1.28
(0.15) (0.20)
No. of observations 432 432
Model 11
Log inflation.L1 0.3903 ***
(0.000)
GDP growth (%) -0.0026 ***
(0.000)
Remittance growth -0.0001 **
(0.009)
Log of nominal exchange -0.0502 ***
rate (0.000)
Trade (% of GDP) 0.0009 ***
(0.000)
Current account deficit (% 0.0015 ***
of GDP) (0.000)
Total debt (% of GDP) 0.0004 ***
(0.000)
Agricultural output (% of
GDP)
Crude oil prices growth (%)
U.S. interest rate
Democracy
Government stability
Military
Law and order -0.0017
(0.603)
Sargan test 42.10
(0.33)
No. autocorrelation -1.37
(0.17)
No. of observations 432
p-values are in parentheses. *, **, and *** denote significance at
10%, 5%, and 1% levels of significance, respectively. L1 stands for
one-period lag.