Inflation and Unemployment in the Republic of
Congo: An ARDL Analysis
Jurien Dony BWALGAMBAUD 1 (First and Corresponding author)
School of Economics, Marien Ngouabi
University, Brazzaville, Republic of Congo jurienshepherd@gmail.com
Declaration of Competing Interest
The
authors declare that has no known competing financial interests or personal
relationships that can influence.
Acknowledgements
The
authors would like to express their sincere gratitude to the reviewers and
editors for their valuable comments and suggestions.
Data availability statement
The
data that support this study are available from the corresponding author.
ABSTRACT
This research examines the
relationship between inflation and unemployment in the Republic of the Congo
over the period 1990–2022. While the traditional Phillips curve suggests an
inverse relationship between inflation and unemployment, empirical evidence
from developing economies often challenges this assumption. Using the
Autoregressive Distributed Lag (ARDL) model, this study investigates both
short-run and long-run dynamics between inflation and unemployment,
incorporating key macroeconomic control variables including exports, imports,
gross fixed capital formation, population growth, and GDP per capita growth.
The results reveal that inflation has a
positive and statistically significant effect on unemployment in both the short
and long run, contradicting the conventional Phillips curve hypothesis.
Conversely, GDP per capita growth exerts a negative effect on unemployment,
highlighting the importance of economic expansion in reducing joblessness.
These findings align with alternative theoretical frameworks, particularly
those of Tobin (1972) and Fitoussi (1973), which emphasize structural
rigidities in the economy.
The study concludes that inflation control
alone is insufficient to reduce unemployment in the Congolese context. Instead,
structural reforms, economic diversification, and growth-oriented policies are
necessary. The findings contribute to the broader literature on
inflation-unemployment dynamics in developing economies and offer
policy-relevant insights for monetary authorities.
Keywords: Inflation, Unemployment, ARDL, Republic of the Congo, Phillips Curve,
Economic Growth.
INTRODUCTION
Since the acceleration
of globalization in the 1980s, the inflation-unemployment relationship has
become a major concern in both developed and developing countries, especially
in economic and social debates (Bükey and Kalkan, 2024). This concern stems from
the question of whether a relationship exists between inflation and
unemployment in Congo-Brazzaville. The literature on this issue has generated
several theoretical and empirical debates among scholars, notably A. W.
Phillips (1958), Richard Lipsey (1960), and Paul Samuelson and Robert Solow
(1960). Indeed, Phillips (1958) analyzed the relationship between unemployment
and inflation in the United Kingdom and introduced what is known as the
Phillips Curve. His findings suggested that when unemployment decreases,
workers demand higher wages. Employers transfer the increased production costs
to consumers by raising prices, leading to inflationary pressure in the
economy.
According to Phillips,
policymakers face a trade-off: they can either reduce unemployment at the
expense of higher inflation or reduce inflation at the expense of higher
unemployment, but not achieve both objectives simultaneously. For Lipsey
(1960), the relationship between inflation and unemployment represents a
complex dilemma in which governments must choose between tolerating higher
inflation to reduce unemployment or accepting higher unemployment to curb
inflation. Inspired by Phillips’ work, Samuelson and Solow (1960) explored the
inflation-unemployment relationship in the United States. Their findings also
revealed a negative Phillips-type relationship between the two variables.
According to these authors, this negative relationship offers policymakers
several trade-off possibilities depending on the relative importance they
assign to price stability and economic activity.
Globally, studies by
the International Labour Organization (ILO, 2020, 2024) and the Bank of Central
African States (BEAC, 2020, 2022) over the period 2019–2023 showed that the
number of unemployed people worldwide increased from 187 million (5.4%) in 2019
to 220 million (6.5%) in 2020. Between 2021 and 2023, unemployment figures
stood at 205.2 million in 2021 (6.2%), 207 million in 2022 (5.8%), and 435
million in 2023 (5.1%). In Southern, Eastern, and Central Africa, ILO studies
(2020) between 2000 and 2019 showed that youth unemployment in Southern Africa
declined slightly from 12% to 11.8%, although it reached 50.3% in 2019. In
Eastern Africa, unemployment stood at 6.2%, the lowest rate in the region,
while in Central Africa it remained relatively moderate at 10%.
In Congo-Brazzaville,
studies by the European Commission (2007) between 2002 and 2004 indicated a
worrying unemployment situation, with an average unemployment rate of 19.4%.
This rate reached 32.6% in Brazzaville and 31.5% in Pointe-Noire. In rural areas,
unemployment was lower at 5.8%, mainly affecting young people aged 15–19.
Poverty was also more pronounced in households headed by inactive individuals
(46.1%). Nationally, the unemployment rate declined from 19.4% in 2005 to 6.9%
in 2011, while the rural unemployment rate is 1.7%. However, a 2014 employment
and informal sector survey conducted in Brazzaville, Pointe-Noire, Nkayi,
Dolisie, Ouesso, and Mossendjo among individuals aged 15 and above found an
unemployment rate of 11.3%. Women were more affected (12.6%) than men (10.3%).
Brazzaville and Pointe-Noire recorded the highest unemployment rates, at 11.3%
and 9%, respectively. Between 2020 and 2022, unemployment remained significant
in Congo-Brazzaville. In 2020, the unemployment rate was 10.3%, while inflation
was moderate at 2% in 2021, according to the African Development Bank. In 2022,
however, unemployment rose sharply to 21.8% of the working-age population,
disproportionately affecting young people (42%), while inflation reached 3.5%.
The analysis of the
relationship between inflation and unemployment is a key topic in monetary
economics. From a theoretical perspective, it contributes to a better
understanding of the competing theories surrounding the inflation-unemployment
relationship. Empirically, it verifies whether such a relationship exists in
Congo-Brazzaville and formulates policy recommendations aimed at maintaining
inflation at a reasonable level while reducing unemployment. The choice of this
topic is also justified by the adoption of a multilateral surveillance program
by the Congolese government, which included four regional convergence criteria
in 2001, notably maintaining annual inflation at or below 3%, with the
objective of promoting macroeconomic stability and mitigating unemployment. Due
to prudent monetary policy, positive supply-side effects in agriculture, and
the stabilization of domestic fuel prices, inflation remained relatively under
control, falling to 2.5% in 2011 compared with 5% in 2010.
However, despite
improvements in inflation control, unemployment persists and continues to
disrupt the Congolese economic system. Unemployment is considered one of the
most pressing global challenges facing humanity and therefore constitutes a
major focus of economic policy. The inflation-unemployment relation has been
the subject of numerous theoretical and empirical debates. Keynesian economists
support the existence of an inverse relationship between inflation and
unemployment, while other authors, such as Phillips, Lipsey, Robert Lucas Jr.,
Thomas Sargent and Neil Wallace found that regardless of inflation changes,
unemployment tends to return to its natural level, implying that economic
policy is ineffective in permanently reducing unemployment. Empirical studies
provide mixed evidence. In developed countries, Kaletsky (2010) found that
inflation positively affects unemployment, while Zaman et al. (2011) identified
a long-run causal relationship between the two variables. In developing
countries, Sualihu (2016) found a short-run inverse relationship between
inflation and unemployment. Similarly, Uche (2019) concluded that the Phillips
curve is applicable in Nigeria, where a 1% reduction in unemployment requires
sacrificing a 49% increase in inflation. Given these mixed findings, this
research answers the following question:
What is the nature of
the relationship between inflation and unemployment in Congo-Brazzaville?
The general objective
of this study is to empirically examine the relationship between inflation and
unemployment in Congo-Brazzaville. In particular, the study aims to determine:
Whether a relationship
exists between inflation and unemployment; Whether this relationship is
proportional (positive) or inverse (negative).
The remainder of this
research is structured as follows: Section 2 Review of theoretical and
empirical literature, Section 3 Methodology and model specification, Section 4
Analysis and discussion of results, Section 5 Conclusion and
recommendations.
1.1 Stylized Facts of the Unemployment - Inflation
Relationship
Fig.1: Evolution of unemployment and inflation in the Congo from
1990 to 2022

Source: Author from the Eviews 10 software and World
Bank data, 2024.
The observation of
Fig.1 shows an irregular evolution of the two trends (inflation and
unemployment) in the Republic of Congo. This irregularity of unemployment
inflation reveals three relatively important phases.
-The first phase
period from 1990 to 2008: This phase is characterized by a regression of the
inflation trend from 1990 to 1993 and a steady increase in unemployment from
1990 to 2005, before a rebound in the upward inflation trend from 1994 to 1999
and from 2005 to 2007. This increase in inflation and unemployment during this
period may be the result of the weak ability of the Congolese economy to
withstand the shocks due to the devaluation of the CFA franc. Indeed, this
devaluation of the CFA franc has produced negative effects.
-The second phase
from 2008 to 2019: The decline of the relationship during this period can be
attributed to the good performance of fiscal and monetary policy, good
governance, as well as the good use of resources derived from oil exports
(World Bank, 2018).
- The third phase
from 2019 to 2022: Reveals an increase in unemployment following a depreciation
of inflation. This exponential growth in unemployment relative to inflation is
the result of the various socio-economic and health policies that the country
has gone through with the economic crisis from 2015 to 2016, the Covid-19
health crisis, which hindered the efforts undertaken by the government to
reduce unemployment. (Congolese economic outlook, 2022).
1.2 Stylized Facts of Unemployment.
Fig 2: Evolution of unemployment in Congo from 1990 to 2022.
Source: Author from the Eviews 10 software
and World Bank data, 2024.
The analysis of the Fig above highlights three main phases in the
evolution of unemployment in Congo-Brazzaville: 1990-2005; 2005-2019, and
2019-2022.
- The first phase of the evolution of unemployment:
1990-2005
This phase is characterized by a
high rate of unemployment from 1990 to 2005. This increase can be explained by
factors, particularly the socio-political unrest experienced by the Congo in
the 1993s, the devaluation of the FCFA in 1994, and the expansion of
unemployment in the informal sector (Diata, 1994).
- The second phase: 2005-2019
This second phase is marked by
the decrease in unemployment in Congo, attributed to several factors, in
particular, the direct consequences of the monetary efforts and budgetary
policies with poverty-eradicating policies. Thus, participating in the creation
of new jobs helps reduce unemployment and improve the financial situation of
the population. In addition, the proper management of international oil prices,
the cancellation of the debt during the implementation of the initiative of
Highly Indebted Countries, the increase in oil production, the resumption of
exports, and the relief of the external debt, which favored the reduction of
unemployment to19.9% of GDP in 2011 against 198.7% in 2004 (Economic Outlook in
Africa, 2012). This decrease in unemployment can also be explained by the
improvement in raw material prices on the world market, the development of all
sectors of economic activity, the business climate, the return of economic
growth, credibility with credit institutions and the confidence of the business
community, the accelerated municipalization of the Departments of Brazzaville,
Pointe-Noire, Niari, Likouala and Cuvette as well as labor-intensive work (PNE,
2012).
- The third phase: 2019-2022
This phase is marked by an increase in unemployment in Congo. Compared to
the previous period, this increase is the result of three factors: the first is
due to the wrong decision in fiscal and monetary policy. This caused a slowdown
in oil revenues, plunged the country into a socio-economic crisis, and
generated a double deficit in the tax balance of around 5.1% of GDP and the
current account balance of 42.8% of GDP in 2017. The second factor results from
social inequalities, which remain among the most significant on the continent,
thus affecting young people and women aged 15 to 29 in 2016 (AfDB, 2018). The
last results from the weaknesses observed in terms of governance and the fight
against corruption in the country leaves the country without hope in terms of
the creation of new jobs for youth (AfDB, 2015). In addition to the Covid-19
health crisis, which has been a brake on the efforts undertaken by the state to
reduce professional inactivity (Congolese economic Outlook, 2022).
1.3 Stylized facts of
inflation
The analysis of the evolution of inflation
mainly involves consumer prices in annual percentage (%) in Congo-Brazzaville.
We represent this evolution in Fig.3.
Figure 3: Evolution of
Inflation in the Republic of the Congo from 1990 to 2022
Source: Author from the Eviews 10 software and World Bank data, 2024.
The observation of the graph above highlights two main periods
following the evolution of inflation in the Republic of Congo from 1990 to 2000
and from 2001 to 2022.
- The first period of the evolution of inflation: 1990-2000
The evolution of inflation and consumer costs, as represented in Fig3
indicates a downward trend between 1990 and 1992, before being marked by a very
high peak between 1993 and 1994, to decline again in 1998 until 2000. Several
factors can explain these variations in inflation. The decrease in inflation is
due to economic policy reforms, structural adjustment programs, and the
improvement of the oil market, which has generated significant resources for
the country (UNDP, 2012). This decrease in inflation observed since the
cessation of the civil war, from 1999 to 2000, can also be attributed to the
considerable progress that has been made in consolidating economic stability
and improving the macroeconomic situation. As a result, the growth of the
non-oil sectors of the economy has accelerated, and the budget results have
improved (IMF, 2004).
Several factors have been put forward to explain this evolution: the
fall in crude oil prices, the devaluation, in 1994, of the African Financial
Community Franc (FCFA), which had doubled the prices of domestic products, thus
resulting in a record inflation rate of around 42.4%. Also, the political
social unrest (civil wars from 1993 to 1997) caused the destruction of a big
part of the productive capacities outside oil and the cessation of economic
reforms (UNDP, 2002). For the Ministry of the Economy, the surge in prices
observed over this period is also largely attributable to the increase in food
goods from abroad, in particular rice and corn, on the one hand, and to the
increase in the cost of essential construction materials imported by the Congo,
on the other hand (CNSEE, 2010).
- The second period: 2001-2022
This second phase is characterized by a moderate evolution of inflation
from 2001 to 2005. From 2006 to 2009, the underlying inflation rates were
respectively 5.1%, 3.1%, 4.5% and 4.4% (COCI, 2010). This irregularity in the
price level could be explained by the transport costs resulting from the poor
quality of the infrastructure and the frequent traffic disruptions on the
railway or Congo-Ocean Railway (CFCO), between Pointe-Noire and Brazzaville.
Also, by pressing internal demand and the increase in energy tariffs and that
of the prices of building materials to the tune of 5.8% (BEAC, 2006). From
2010, the Republic of Congo recorded a decrease in inflationary pressures. This
is the result of many causes: progress in the supply of electrical energy, a
readjustment to the inherent decline in international commodity prices, the
contraction of European demand, a prudential monetary policy of the Government
within the Community framework, a tax policy, and the control of public
spending (PND - Congo, 2012-2016).
2. Literature Review and hypothesis
development
2.1 Related Theories
2.1.1 Keynesian Approach
For the Keynesians, particularly
Phillips (1958) and Lipsey (1960), the public authorities must choose the fight
against "inflation" and the fight against "unemployment".
This problem means that as soon as unemployment increases, the country must
pursue an expansionary policy to absorb the unoccupied workforce. When
inflation is on the rise, the country must pursue a stabilization policy. In
this sense, Philips (1958) analyzed the trade-off between inflation and
unemployment. For this author, this is based on lower unemployment and higher
wages. Thus, when unemployment is on the decline, workers demand wages on the
rise. To this end, producers transfer the additional cost of labor to consumers
by increasing the prices of goods. The result is an increase in the level of
inflation in the economy. According to Philips, the political authorities have
an arbitration to either reduce unemployment and increase inflation, or vice
versa, but not both at the same time. But also, they can undertake some actions
such as promoting full employment, remedying the increase in the general level
of prices, or even facing a persistent increase in unemployment.
Inspired by the work of his
predecessor, Lipsey (1960) will explore the inflation-unemployment compromise.
He exposes a dilemma according to which the state should make a choice between
a lot of inflation to reduce unemployment and a lot of unemployment to reduce
inflation. The events that dominated the world, such as the "Glorious
Thirties" of the 1970s-1980s, the suspension of the possibility of dollar
exchange by the United States in 1971, the first disruption of the oil market
following the Yom Kippur war in 1973, and the second oil shock following the
Iranian revolution of 1979. All these events made it possible to conclude that
the inflation-unemployment dilemma is a false problem, because we could have
both variables simultaneously. From the 1970s, a new school called the new
Keynesian economists (Lucas, 1972; Sargent and Wallace, 1976) was born.
According to this school, in the inflation-unemployment relationship,
regardless of the level of inflation, the unemployment rate always returns to
its equilibrium level. In this dynamic, these economists confirm that economic
policy is ineffective in solving the unemployment problem.
Thus, Lucas (1972) will also be
interested in this question. By dealing with this question, he attests that the
unanticipated variations in the money supply are at the origin of the
variations in real flows. In other words, it is the surprise effect that brings
unemployment back to its natural level. Since expectations are rational and the
currency neutral, we note the existence of several factors: the anticipation of
the inflationary effects of monetary stimulus policies by agents, the change in
the position of the Phillips curve (1958) which becomes a vertical line, the
return of the unemployment rate to its equilibrium level regardless of the
level of inflation, the ineffectiveness of economic policy to reduce
unemployment and the short-term insufficiency of information for producers. For
the author, when there is an unexpected inflation, producers will tend to bring
their supply up. In this context, prices and economic activities will translate
into an increase in the same direction and unemployment in the opposite
direction. On the other hand, following the extension of their supply, when
producers observe no change in demand over a given period, the latter will, in
the long term, bring demand back to the equilibrium level, which will translate
into a reduction in unemployment. Relative to Sargent and Wallace (1976), the
focal point is on the "principle of invariance" in the long term, any
monetary or budgetary policy is ineffective, because the economy always returns
to its equilibrium point.
2.1.2
Monetarist Approach
In this approach, the
monetarists, among others, Friedman (1986) and Gbaguidi (2012) have dealt with
this problem. For these authors, in the long term, the share of the unemployed
active population remains at its equilibrium level, and there is no inverse
relationship between the inflation rate and the unemployment rate. In this
vein, Friedman (1986), by analyzing the inflation-unemployment dilemma,
questions the Phillips curve. According to him, Keynesian policies are
ineffective in the long term. Inflation has no influence on unemployment since
it does not depend on nominal wages, but rather on real wages. On the other
hand, Gbaguidi (2012), by examining this problem, insists on Friedman's ideas.
For Gbaguidi (2012), in his work, Friedman (1968) recognizes the existence of
Phillips theory in the short term. But, in the long term, this curve becomes
vertical, thus showing the existence of a rigid level of unemployment called
"natural unemployment" or «NAIRU". Also, he adds that Friedman (1968)
notes the absence of arbitration between the two long-term variables. Finally,
Friedman (1986) highlighted the role of expectations; in other words, in the
event of a salary increase, workers are faced with a monetary illusion.
2.1.3 Approach of the New Classical School
Samuelson and Solow (1960),
in their research, found that the inflation-unemployment dilemma is in the
approach of the New Classical School. Thus, they insisted on the analysis of
the Phillips curve theory while describing it as having had no echoes and proposed
to compensate the rate of change in wages with the rate of inflation and
propose a Phillips curve (1958) like the American economy of the 1958s. Also,
they based their relationship on the so-called "Mark-up pricing"
approach, which stipulates that the margin added to costs to determine prices
is fixed when wages are considered as the main component of costs. In this
dynamic, Samuelson and Solow (1960) confirmed that an unemployment rate of
between 5 and 6% represents the cost to be paid for maintaining stable prices
in the coming years, and to have an unemployment rate of about 3%, prices must
increase by 4 to 5%, which represents the cost to be paid to obtain a level of
unemployment at this rate. The state has the choice between "low inflation"
associated with a "high unemployment" rate and "high inflation
associated with a low unemployment rate"; this will depend on the place it
gives to price stability.
2.2 Empirical Review
2.2.1 Related
research in Developed
Countries
St-Amant and Tessier (1998) in
their research analyzed the relationship between public spending, inflation,
and the unemployment rate in Canada and the United States from 1965 to 1995.
The authors investigated the VAR model, and the results showed that the
evolution of the unemployment rate in these countries is a function of the
choice of their fiscal policy. These results also attest that monetary policy
influences the unemployment rate. Matthew (2000), in his research, which falls
within the framework of this research orientation, studies the relation between
inflation and unemployment in three Latin American countries, in particular,
Argentina, Brazil, and Chile, over the periods 1966-1997, 1979-1997, and
1966-1998, respectively. The author used the method of ordinary least squares
(OLS), and the results indicate an absence of a relationship between inflation
and unemployment in Argentina and Brazil.
Dumont (2000) carries out a study
on the verification of the validity of the long-term Phillips curve as well as
the wage rigidities in Canada over the period 1956-1997. Used variables (direct
taxation, minimum wage, delayed wage growth), tests (exclusion, adequacy), and
non-nested models. His results showed the validity of the nonlinear Tobin-type
model. On the other hand, the linear model of the standard type is rejected.
These results also showed that in the long term, the minimum sustainable
unemployment rate is approximately 6.6%, with a standard deviation of 0.9%.
According to this author, to achieve an equilibrium unemployment rate above 7%,
it would be necessary to accept an inflation rate between 4% and 6%. Kitov et
al. (2008) studied the link between inflation, unemployment, and the rate of
change of the active population in French territory over the period 1971-2004.
Using the VAR model and the vector correction model (VECM) and various tests,
they support the validity of the delayed linear relationship between inflation,
unemployment, and the evolution of the active population. By empirically
testing the relationship between inflation and unemployment in the United
Kingdom over the period 1971-2009, Kaletsky (2010) concluded that inflation
exerts a positive and significant influence on the unemployment rate.
The analysis of the relationship
between inflation and unemployment, conducted by Zaman et al. (2011) on the
data of Greece from 1980 to 2010 via the vector error correction model (VECM),
shows the existence of a causal relationship between inflation and unemployment
in the long term. According to these authors, for the next 10 years, the
inflation shocks will translate into a reduction in the number of jobless for
the first few years, followed by an increase for the remaining years of the
study. In the same direction, Caporale and Škare (2011) examined the link
between employment growth, inflation, and output growth in the Phillips
tradition for 119 countries of the Organization for Economic Cooperation and
Development (OECD) over the period from 1970 to 2010. Using the dynamic
fixed-effect econometric models (DFE) and the error-correcting vector model
(VECM), they confirm the existence of a unidirectional cointegration
relationship between employment growth, inflation, and production growth, with
a bidirectional causality between employment growth and inflation, as well as
production growth. They confirm the existence of the theory of the "Golden
Triangle of Phillips". Rajarshi (2013) found that the Phillips curve for
the case of the American economy over the period 1977-2012, using the unit
root, Johnson cointegration, and Granger causality tests. His results revealed
the absence of evidence of a causal effect between the two variables. These
results also revealed the existence of an inverse relationship between the two
variables.
This problem has also been
investigated by Ho, Sin-Yu, and Njindan Iyke (2018). Indeed, these authors
explore the thresholds from which the unemployment inflation relationship
changes from the negative effect to the positive effect in 11 European countries
for the period from 1999 to 2017 by the fixed-effects threshold regression
proposed by Hansen (1999). These authors also estimate the Phillips curve for
these different countries. Their results indicate, in the short and long term,
that under the assumption of linearity, there is a Phillips curve. By
estimating this curve using the selected thresholds, the authors note that the
relationship between inflation and unemployment is negative only when
unemployment is below 5%. The negative relationship becomes positive when
unemployment is between 5% and 6.54%. They conclude that inflation and
unemployment are not linked once the threshold of 6.54% unemployment rate is
exceeded.
Similarly, Alev et al. (2022)
have worked on the relationship between inflation and unemployment in the G7
countries in Germany, the United States, the United Kingdom, Canada, France,
Japan, and Italy. They used the panel causality test and the period 1991-2021.
Their results indicated the existence of a two-way causal relationship between
inflation and unemployment, that is, a causality of the inflation rate towards
the unemployment rate and the unemployment rate towards the inflation rate.
This result thus confirms the existence of a Phillips curve in developed
countries. In their study published in 2024, Bükey and Kalkan examined the link
between unemployment and inflation in Germany. They used time series, Toda
Yamamoto’s causality test, Johansen's cointegration test, and the period 1992-
2023. Their results showed, in the short and long term, no causal relationship
between unemployment and inflation.
2.2.2 Related research in
Developing Countries
The studies based on the relationship between inflation and unemployment,
although numerous, compared to those of the previous category, are not as rare
as we might think. In the Philippines, for example, Furuoka (2008) analyzed the
relationship between the inflation rate and the unemployment rate using data
from the period 1980-2006. The compilation via the cointegration method
generated the results indicating the absence of a direct relationship between
the inflation rate and the unemployment rate. For Besso (2010), by evaluating
the fundamental assumptions of the Phillips curve, in Cameroon over the period
1993-2003, using the maximum likelihood method, attests that in the short term,
inflation reduces unemployment, thus validating the Phillips curve hypothesis.
The work of Kogid et al. (2011), carried out using data collected over the
period 1975-2007 for Malaysia, uses the ARDL model. They validated in the long
term the existence of a cointegration relationship between inflation and
unemployment. But also, the existence of a unidirectional causal relationship
between inflation and unemployment.
The research of the authors, in
particular, Umoru and Anyiwe (2013), Mutiu (2017), Balewa and Hassan (2018),
Gwandzang et al. (2018), Eje (2018), Edeme (2018), Uche (2019), Nurudeen
(2019), as well as Efayena et al. (2020) on this theme, provides diverse
results. Indeed, by exploiting the data collected in Nigeria over the periods
(1977-2009 ; 19902012 ; 1986-2016 ; 1980-2016 ; 1980-2014 ; 1972-2015 ;
1981-2017 ; 1980-2016; 1985-2020), based on the models of autoregressive
conditional heteroscedasticity (ARCH), generalized Autoregressive conditional
heteroscedasticity (GARCH), fully modified ordinary least squares (FMOLS) and
static ordinary least squares (MCO), these authors revealed the existence of a
negative relationship between inflation and unemployment, thus confirming the
hypothesis of Philips (1958). Still on the case of Nigeria, Jelilov et al.
(2016), Idenyi et al. (2017), as well as Okoebor et al. (2023) have, in their
work on the Phillips curve in Nigeria, exploited data from the periods ranging
from 2001-2013 and 1999-2021. The modeling carried out using the ARDL, dynamic
ordinary least squares (DOLS), fully modified ordinary least squares (FMOLS),
and static ordinary least squares (MCO) models allowed them to find a positive
relationship between the two variables, thus validating the Tobin (1972) and
Foutissi (1973) type hypothesis.
Based on data from China collected
over the period 1978-2011, Qianyi (2013) analyzed the causal link between
unemployment and the inflation rate. He observed the ineffectiveness of the
Phillips curve. According to Qianyi (2013), this inefficiency is explained by
the complexity of the country's economy. Focusing on the case of Malaysia,
Furuoka and Munir (2014) tried to analyze the relationship between the
inflation rate and the level of unemployment. The error-corrected model,
applied to the data for the period 1975-2004, proves the existence of an
equilibrium relationship between the inflation rate and the level of
unemployment, thus confirming the hypothesis of the Phillips curve.
2.2.3 Hypothesis
|
Hypothesis |
Variable Relationship |
Expected Effect |
|
H1 |
Inflation → Unemployment |
Positive |
|
H2 |
GDP per capita growth →
Unemployment |
Negative |
|
H3 a |
Exports → Unemployment |
Negative |
|
H3b |
Imports → Unemployment |
Positive |
|
H5 |
Investment → Unemployment |
Negative |
|
H6 |
Population growth →
Unemployment |
Positive |
3-Data and
Methodology
This section outlines
the data sources, variable definitions, and econometric methodology used to
analyze the relationship between inflation and unemployment in the Republic of
Congo. Given the dynamic nature of macroeconomic relationships and the structural
characteristics of the Congolese economy, a robust empirical strategy is
required to capture both short-run and long-run interactions among variables.
The study adopts a time-series econometric approach, using annual data over the
period 1990–2022. The choice of methodology is guided by both theoretical
considerations and the statistical properties of the data. In particular, the
Autoregressive Distributed Lag (ARDL) model is employed due to its flexibility
in handling variables with different orders of integration and its suitability
for small sample sizes.
3.1 Data Sources and Sample Period
The empirical analysis is
based on annual time-series data from 1990 to 2022, which provides a
sufficiently long horizon to capture structural changes, economic cycles, and
external shocks affecting the Congolese economy. The data are collected from
recognized and reliable sources.
|
Category |
Detail |
Purpose /
Justification |
|
Data source 1 |
World Bank – World
Development Indicators (WDI) |
Ensure consistency,
comparability, and reliability of the data |
|
Data source 2 |
National statistical
agencies and central bank reports (where applicable) |
Ensure consistency,
comparability, and reliability of the data |
|
Sample period
rationale 1 |
Captures key
economic events |
Includes the 1994
CFA franc devaluation, oil price boom periods, and the COVID-19 pandemic |
|
Sample period
rationale 2 |
Sufficient
observations for econometric analysis |
Provides an adequate
number of data points to ensure statistical robustness |
|
Sample period
rationale 3 |
Covers pre- and
post-reform conditions |
Reflects both pre-
and post-reform economic conditions in the Republic of Congo |
3.2 Model Specification
To examine the determinants of unemployment, the study specifies the
following functional relationship: This research methodology is based on the
empirical approach of Okoebor et al. (2023), who studied the relationship
between unemployment and price level in Nigeria. These authors used an
autoregressive model (ARDL) whose equation is as follows:
UERt = f (INFt,
GDPGt, InEXRt)
Avec t : the temporal index; UR: the
unemployment rate; INF: the inflation rate; GDPG: the gross domestic product;
InEXR : the natural logarithm of the exchange rate
t: the temporal index; UR: the unemployment
rate; INF: the inflation rate; GDPG: the gross domestic product; InEXR : the
natural logarithm of the exchange rate.
The choice of this
model in the context of the Republic of Congo is dictated by practical
considerations. This model seems more willing to capture the relationship
between inflation and unemployment. Based on Okoebor et al. (2023) research,
our econometric model is built by admitting that there is no relationship
between inflation and Phillips-type unemployment in the Republic of Congo.
Thus, we have extended our model by integrating the following control
variables: exports, imports, gross fixed capital formation, population growth
or population growth rate, and the per capita GDP growth rate. These data have
been retained because of their theoretical and practical consideration. We have
selected two models in this study, namely: theoretical model and the empirical
model.
Theoretical Model
This relationship is attached to an idea
related to the existence of an adjustment mechanism on the labor market; an
increased demand for work reduces the unemployment rate. This increases the
bargaining power of employees and stimulates an increase in wages. To simplify,
we generally present this relationship as a linear relationship between the
unemployment rate and the rate of wage growth:
Δw𝑡 = 𝑎
− 𝑐𝑈𝑡 + εt (1)
Δw𝑡 is the rate of wage growth (approximated as a function of the
variation in the logarithm w of the salary per person), corresponds to
unemployment rates, and the random shock, in which the relationship is presumed
to be decreasing, which is expressed by a "minus" sign in front of
the parameter c which is considered positive. Formally, this entails work after
the introduction of inflation expectations in the Phillips curve. This curve in
its augmented form is represented by the following relation:
Δw𝑡 = 𝑎 − 𝑏Δp𝑒𝑡
− 𝑐𝑈𝑡 + εt (2)
Δp𝑒𝑡 illustrates the expected inflation rate. The Phillips curve increased
by a unit indexation manifests itself in the hypothesis of absence of nominal
illusion, which is represented in relation (2) by the condition b=1. In this
context, it seems that a continuous increase in inflation, with an equivalent
increase in the rate of wage growth, cannot lead to a lasting decrease in
unemployment. In other words, it is a
model that has the particularity of estimating the short- and long-term
dynamics for series that are cointegrated or that are not integrated into the
same orders, thus allowing the estimation of an error correction/MCE model. The
equation of this model can be represented as follows:
(3)
Empirical model
The model chosen in this work for estimation
purposes is the stepped delay autoregressive model (ARDL). In the sense of Kuma
(2018), it is a dynamic model, which considers in a particular way the temporal
movement (adjustment delay, expectations, etc.) in the explanation of a
variable (time series), with the aim of improving the forecasts and the
effectiveness of policies, decisions, actions, etc. In opposition to the simple
or non-dynamic model, whose instantaneous explanation restores only part of the
variation of the variable to be explained.
In other words, it is a model that has the
particularity of estimating the short- and long-term dynamics for series that
are cointegrated or that are not integrated into the same orders, thus allowing
the estimation of an error correction/MCE model. The equation of this model can
be represented as follows:
p q t
i i
yt the variable to be explained; xt−1 the vector of
the explanatory variables; α1i et α2i the short-term
effects; β1 et
β2 the long-term effects; ∆ the primary
difference; and the error term; εt the error term. Thus, our model (1) can be rewritten in the following form:
TCHOt = f(TINFt , Xt
, Mt, FBCFt, TPOPt, TPIBHt) (2)
By applying the general form
of the ARDL model to the variables selected in this research, the specified
model translates as follows:
∆TCHOt p TCHOt i
q q q
q q q
![]()
FBCFt
i
6iTPOPt
i
TPIBHt−i + β1 TCHOt−1 + β2TINFt−1 +
β3Xt−1 + β4 Mt−1+β5
FBCFt−1 + β6 TPOPt−1 + β7 TPIBHt−1
+ μt (3)
∆: the first difference operator; α0: the
constant; α1…α8 : the short-term effects; β1…β7: the
long-term dynamics of the model; ε~ (0, ) : the error term (white noise); (p,
q) : the optimum shifts ; i : the
index of the country of origin; t : the temporal index; α et β :
the unknown parameters to be estimated.
4. Results
For our empirical study, we selected annual
data for the Republic of Congo. Thus, all the data used in this study except
for the GDP per capita growth rate (GDPPCGR), which is obtained
from the Perspective Monde database namely the unemployment rate (UR),
inflation rate (INF), exports (EXP), imports (IMP),
gross fixed capital formation (GFCF), and population growth rate
(POPGR), are sourced from statistics provided by the World Bank (2023).
Table 1: Definition
of Variables and Expected Signs
|
Abréviation
|
Définition
|
Sources
|
Signe
attendu |
|
UR |
Unemployment Rate |
World Bank (WDI) (WDI) |
|
|
INF |
Inflation Rate |
World Bank (WDI) (WDI) |
+ |
|
EXP |
Exports |
World Bank (WDI) (WDI) |
− |
|
IMP |
Imports |
World Bank (WDI) (WDI) |
+ |
|
GFCF |
Gross Fixed Capital Formation |
World Bank (WDI) (WDI) |
− |
|
POPGR |
Population Growth Rate |
World Bank (WDI) (WDI) |
+ |
|
GDPPCGR |
GDP per Capita Growth Rate |
Perspective Monde |
− |
Source:
Author, based on the documentary analysis.
Table 2: Results of
Descriptive Statistics
|
Statistic |
UNEMP |
INF |
EXP |
IMP |
GFCF |
POPGR |
GDPPCGR |
|
Mean |
16.67806 |
4.371887 |
65.19989 |
54.07496 |
33.95776 |
2.865471 |
-1.471463 |
|
Median |
19.72000 |
3.043443 |
69.08843 |
53.16100 |
26.58525 |
2.745972 |
-0.610669 |
|
Maximum |
22.37300 |
42.43968 |
81.51643 |
84.81484 |
79.46179 |
4.155897 |
8.031166 |
|
Minimum |
9.600000 |
-3.935468 |
40.69210 |
16.44861 |
17.23097 |
2.053684 |
-12.44246 |
|
Standard Deviation |
4.652736 |
7.587596 |
12.68158 |
16.34700 |
16.25600 |
0.598178 |
5.183724 |
|
Skewness |
-0.634413 |
3.950273 |
-0.655015 |
-0.283999 |
1.474499 |
0.713981 |
-0.065941 |
|
Kurtosis |
1.627110 |
20.53743 |
2.222509 |
3.036625 |
4.468270 |
2.249310 |
2.220365 |
|
Jarque–Bera |
4.805279 |
508.7225 |
3.190919 |
0.445451 |
14.92205 |
3.578586 |
0.859683 |
|
Probability |
0.090479 |
0.000000 |
0.202815 |
0.800335 |
0.000575 |
0.167078 |
0.650612 |
|
Sum |
550.3760 |
144.2723 |
2151.596 |
1784.474 |
1120.606 |
94.56056 |
-48.55827 |
|
Sum of Squared Deviations |
692.7344 |
1842.292 |
5146.320 |
8551.181 |
8456.237 |
11.45013 |
859.8717 |
|
Observations |
33 |
33 |
33 |
33 |
33 |
33 |
33 |
Source: Author’s calculations based on data
from Perspective Monde and the World
Bank (2024), using EViews 10.
4.1 Model
Estimation, Results and Interpretation
Any estimation requires the
examination of the various econometric tests. Thus, we examined the tests of
stationarity of the time series, correlation, causality between the variables,
and cointegration at the terminals. The choice of these tests depends on the
nature of the data.
4.1.1 Stationarity test
To evaluate the order of
data integration, the documentation on unit roots offers several tests. We used
two-unit root tests, namely: the augmented Dickey Fuller test (ADF) and the
Phillips-Perron test (1988). These tests are usually used to verify the existence
of a unit root in a series.
- Increased
Dickey-Fuller Test
This test proceeds with the verification of
the null hypothesisH0 : ρ = 1 against the alternative hypothesis.
𝐻1
∶ / 𝑝 /< 1 ∶ It is based on the least squares
estimation of the following three models: ∆𝑋𝑡 = (𝑝
− 1) 𝑋𝑡−1 + ∑𝐾𝐽=2 ∅𝐽
∆𝑡−𝑗+1 + 𝜀𝑡 Process without trend or constant; ∆𝑋𝑡 = (𝑝
− 1) 𝑋𝑡−1 + ∑𝐾𝐽=2 ∅𝐽
∆𝑡−𝑗+1 + 𝛼 + 𝜀𝑡 Process without trend or constant;
∆𝑋𝑡
= (𝑝 − 1) 𝑋𝑡−1 + ⋯ Dynamic without trend and with constant;
The hypotheses of the Augmented Dickey Fuller
Test (ADF) are:
▪ Ho: P= (ɷ -1) (1 -θ1 -……-θ P–1) ↔0 Φ= 1 (the series is
non-stationary)
▪ H1: ǀ ø ǀ < 1 the series is stationary.
-If the absolute value of the ADF statistics is higher than the critical
value (or if the probability is less than 5%), the hypothesis H1 is accepted:
the X series is stationary.
-If the absolute value of the Dickey Fuller Augmented statistic (ADF) is
less than the critical value (or if the probability is higher than or equal to
5%), then we accept the Ho hypothesis: the X series is non-stationary. The
tests are carried out at the significant level of 5%.
- Phillips-Perron
test
Phillips-Perron
(1988), on the other hand, submits a non-parametric method to correct the
presence of autocorrelation, based on the verification of the hypothesis posed
by Dickey-Fuller, without having to add delayed endogenous variables as in the
ADF method. The procedure aims to examine the hypothesis of unit root Ho: ρ = 0
in the models below:
ΔYt= ρYt−1 + α + βt + εt
ΔYt= ρYt−1 + α + εt
ΔYt= ρYt−1 + εt
Table 3: Descriptive Statistics Results.
Variables
Level of Tests
Test Type
Without Constant
& Trend
With Constant
& No Trend
With Constant
& Trend
Critical Value
(5%)
Test Statistic
Decision
UR
Level
ADF
No
No
Yes
-1.951687
-0.317435
I(1)
PP
No
No
No
-1.951687
-0.317435
First Difference
ADF
Yes
Yes
No
-1.956406
-2.873184
PP
Yes
Yes
Yes
-1.952066
-4.818248
INF
Level
ADF
Yes
Yes
Yes
-1.951687
-3.511878
I(0)
PP
Yes
Yes
Yes
-1.951687
-3.481616
First Difference
ADF
Yes
Yes
Yes
-1.955020
-4.250057
PP
Yes
Yes
Yes
-1.952066
-14.84195
EXP
Level
ADF
No
No
No
-1.951687
0.090829
I(1)
PP
No
No
No
-1.951687
0.065458
First Difference
ADF
Yes
Yes
Yes
-1.952066
-5.235351
PP
Yes
Yes
Yes
-1.952066
-5.236623
IMP
Level
ADF
No
Yes
Yes
-1.951687
-0.548684
I(1)
PP
No
Yes
Yes
-1.951687
-0.323587
First Difference
ADF
Yes
Yes
Yes
-1.952910
-4.919088
PP
Yes
Yes
Yes
-1.952066
-8.588552
GFCF
Level
ADF
No
No
No
-1.951687
-0.986947
I(1)
PP
No
No
No
-1.951687
-0.770747
First Difference
ADF
Yes
Yes
Yes
-1.952066
-5.950639
PP
Yes
Yes
Yes
-1.952066
-6.533489
POPGR
Level
ADF
No
No
No
-1.952473
-0.502816
I(1)
PP
No
No
No
-1.951687
-0.569217
First Difference
ADF
Yes
Yes
Yes
-1.952473
-6.033904
PP
Yes
Yes
Yes
-1.952066
-6.305269
GDPPCGR
Level
ADF
Yes
Yes
Yes
-1.951687
-3.692763
I(0)
PP
Yes
Yes
Yes
-1.951687
-3.684022
First Difference
ADF
Yes
Yes
Yes
-1.952066
-8.986080
PP
Yes
Yes
Yes
-1.952066
-18.37463
|
Variables |
Level of Tests |
Test Type |
Without Constant
& Trend |
With Constant
& No Trend |
With Constant
& Trend |
Critical Value
(5%) |
Test Statistic |
Decision |
|
UR |
Level |
ADF |
No |
No |
Yes |
-1.951687 |
-0.317435 |
I(1) |
|
|
|
PP |
No |
No |
No |
-1.951687 |
-0.317435 |
|
|
|
First Difference |
ADF |
Yes |
Yes |
No |
-1.956406 |
-2.873184 |
|
|
|
|
PP |
Yes |
Yes |
Yes |
-1.952066 |
-4.818248 |
|
|
INF |
Level |
ADF |
Yes |
Yes |
Yes |
-1.951687 |
-3.511878 |
I(0) |
|
|
|
PP |
Yes |
Yes |
Yes |
-1.951687 |
-3.481616 |
|
|
|
First Difference |
ADF |
Yes |
Yes |
Yes |
-1.955020 |
-4.250057 |
|
|
|
|
PP |
Yes |
Yes |
Yes |
-1.952066 |
-14.84195 |
|
|
EXP |
Level |
ADF |
No |
No |
No |
-1.951687 |
0.090829 |
I(1) |
|
|
|
PP |
No |
No |
No |
-1.951687 |
0.065458 |
|
|
|
First Difference |
ADF |
Yes |
Yes |
Yes |
-1.952066 |
-5.235351 |
|
|
|
|
PP |
Yes |
Yes |
Yes |
-1.952066 |
-5.236623 |
|
|
IMP |
Level |
ADF |
No |
Yes |
Yes |
-1.951687 |
-0.548684 |
I(1) |
|
|
|
PP |
No |
Yes |
Yes |
-1.951687 |
-0.323587 |
|
|
|
First Difference |
ADF |
Yes |
Yes |
Yes |
-1.952910 |
-4.919088 |
|
|
|
|
PP |
Yes |
Yes |
Yes |
-1.952066 |
-8.588552 |
|
|
GFCF |
Level |
ADF |
No |
No |
No |
-1.951687 |
-0.986947 |
I(1) |
|
|
|
PP |
No |
No |
No |
-1.951687 |
-0.770747 |
|
|
|
First Difference |
ADF |
Yes |
Yes |
Yes |
-1.952066 |
-5.950639 |
|
|
|
|
PP |
Yes |
Yes |
Yes |
-1.952066 |
-6.533489 |
|
|
POPGR |
Level |
ADF |
No |
No |
No |
-1.952473 |
-0.502816 |
I(1) |
|
|
|
PP |
No |
No |
No |
-1.951687 |
-0.569217 |
|
|
|
First Difference |
ADF |
Yes |
Yes |
Yes |
-1.952473 |
-6.033904 |
|
|
|
|
PP |
Yes |
Yes |
Yes |
-1.952066 |
-6.305269 |
|
|
GDPPCGR |
Level |
ADF |
Yes |
Yes |
Yes |
-1.951687 |
-3.692763 |
I(0) |
|
|
|
PP |
Yes |
Yes |
Yes |
-1.951687 |
-3.684022 |
|
|
|
First Difference |
ADF |
Yes |
Yes |
Yes |
-1.952066 |
-8.986080 |
|
|
|
|
PP |
Yes |
Yes |
Yes |
-1.952066 |
-18.37463 |
|
4.1.2. Correlation
test
The purpose of this test is
to verify whether the series of explanatory variables is linked together
(phenomenon of multicollinearity). This test not only encourages the
instability of the estimated coefficients, but it also leads to an increase in
the estimated variance of certain values (Erkel, 1995). These results are
explained by the degree of association, which exceeds 50% for certain variables
(positive or negative) on almost all the rows and columns of the table. This
makes it possible to note the existence of a probable multicollinearity between
the variables studied. The results of this test are recorded in Table 4.
Table 4:
Correlation Matrix of the Study Variables
|
|
UNEMP |
INF |
EXP |
IMP |
GFCF |
POPGR |
GDPPCGR |
|
UNEMP |
1 |
0.1733 |
0.3187 |
-0.1394 |
-0.5919 |
0.0660 |
0.0683 |
|
INF |
0.1733 |
1 |
0.0089 |
0.3416 |
0.2168 |
-0.0970 |
-0.1611 |
|
EXP |
0.3187 |
0.0089 |
1 |
0.2710 |
-0.4460 |
0.2732 |
0.2511 |
|
IMP |
-0.1394 |
0.3416 |
0.2710 |
1 |
0.6042 |
-0.0335 |
-0.2987 |
|
GFCF |
-0.5919 |
0.2168 |
-0.4460 |
0.6042 |
1 |
0.0180 |
-0.2470 |
|
POPGR |
0.0660 |
-0.0970 |
0.2732 |
-0.0335 |
0.0180 |
1 |
0.5438 |
|
GDPPCGR |
0.0683 |
-0.1611 |
0.2511 |
-0.2987 |
-0.2470 |
0.5438 |
1 |
Source: Author’s calculations based on
data from the World Bank (2024), processed using EViews 10 software.
These are the
inflation rate (TINF) and the GDP per capita growth rate (TPIBH), while the
other five series are stationary in prime difference I (1). Therefore, we can
say that not all the series selected in this work are integrated in the same
order. This leads us to confirm the hypothesis of a cointegration relationship
and, therefore, the use of the ARDL model.
4.2.
Causality test between variables
When the non-stationary variables are not cointegrated or are integrated
in different orders, the traditional Granger causality test becomes
ineffective. In this case, we found the causality test in the sense of
Toda-Yamamoto (1995); this study is based on the Wald "W" statistic.
It is distributed according to a chi-square. The null hypothesis, therefore,
implies the absence of a causal link between the variables (probability greater
than 5%). The results of this test are given in the following table:
Table 5:
Results of the causality test of Toda and Yamamoto
|
Dependent Variables |
UR |
INF |
EXP |
IMP |
GFCF |
POPGR |
GDPPCGR |
|
UR |
– |
0.4012 |
1.1463 |
4.1137 |
0.5889 |
1.4065 |
0.4116 |
|
INF |
0.5321 |
– |
0.8840 |
0.5076 |
0.1615 |
0.3151 |
1.8479 |
|
EXP |
0.4181 |
0.3274 |
– |
10.6677** |
5.6761* |
0.0466 |
0.2868 |
|
IMP |
0.5935 |
0.0809 |
0.4973 |
– |
6.2973** |
0.5863 |
1.4908 |
|
GFCF |
2.8965 |
0.0025 |
2.4681 |
8.6992** |
– |
0.3568 |
0.1609 |
|
POPGR |
0.1472 |
0.0412 |
3.1106 |
6.1057** |
4.0563 |
– |
1.9590 |
|
GDPPCGR |
3.4692 |
0.0365 |
3.9502 |
1.5370 |
2.1842 |
0.6311 |
– |
NB: *** significant at the 1% threshold; **
significant at the 5% threshold; * significant at the 10% threshold%
Source: Author on the
World Bank 2024 database, from the Eviews 10 software.
The table above shows a
one-way causality between certain variables of the model, namely:
- A unidirectional and statistically
significant causality between imports and variables such as exports, gross
fixed capital formation, and population growth at the 5% threshold. This result
implies that imports positively and significantly influence exports, gross
fixed capital formation, and population growth. In the Republic of Congo, he
reveals that imports are an effective way to promote public investment,
exports, and population growth.
-A statistically significant
unidirectional causality between gross fixed capital formation and the
variables "exports and imports", respectively, at the limits of 10%
and 5%. This means that gross fixed capital formation has a significant effect
on the export and import variables. All these results reveal that in the
Republic of Congo, an improvement in public investments leads to an increase in
exports and imports.
4.3
Terminal cointegration test
The boundary
cointegration test or Pesaran et al. test (2001) is an important test in the
exclusive verification of cointegrated variables in an ARDL model. Finds its
foundations on the comparison between the calculated Fisher statistics (or
Fisher F-statistic) and the critical values that form limits, to possibly
detect a cointegration relationship as stated by the following hypotheses:
- If Fisher >
upper bound: cointegration exists;
- If Fisher <
lower bound: cointegration does not exist;
- If lower bound <
Fisher < upper bound: no conclusion.
Table 6:
Results of the Pesaran et al. (2001) Bounds Test
|
Significance Level |
Lower Bound (I(0)) |
Upper Bound (I(1)) |
|
10% |
1.99 |
2.94 |
|
5% |
2.27 |
3.28 |
|
2.5% |
2.55 |
3.61 |
|
1% |
2.88 |
3.99 |
Source: Author on the
World Bank 2024 database, from the Eviews 10 software.
The results of this test
confirm the existence of a cointegration relationship between the variables of
the model, because the value of the Fisher statistic (F-Stat = 4.53) is higher
than that of the upper bound and lower than the thresholds of 1%, 2.5%, 5% and
10%.
5- Discussion
This research showed that over 96% of
unemployment variation in Congo (R² = 0.969), with a valid error correction
mechanism confirming a long-run relationship among variables. In the short
term, inflation, exports, GDP per capita, and gross fixed capital formation
(GFCF) all reduce unemployment, with past monetary policy by BEAC cutting
unemployment by up to 0.44%. Local export-oriented firms created jobs, public
investment through special economic zones absorbed labor, and rising GDP per
capita improved living standards. Conversely, imports and population growth
increased unemployment in the short run, as imported goods reduced domestic
labor needs while job-creation policies failed to keep pace with demographic
growth. Imports and GDP per capita continue to reduce unemployment, while
inflation and exports paradoxically increase it, reflecting Congo's heavy
dependence on natural resource exports, which generate little employment, and
the failure of public policies to contain inflation's damaging effects. Overall,
the inflation-unemployment relationship in Congo does not follow the classical
Phillips curve trade-off. Instead, it aligns with the Tobin-Fitoussi framework,
where inflation and unemployment rise simultaneously because of deep structural
economic weaknesses and recurring political instability, which prevent the
country from implementing effective macroeconomic stabilization policies.
6- Conclusion
and Recommendations
6.1 Conclusion
Using an ARDL model over the period 1990–2022,
the study examined the relationship between inflation and unemployment in the
Republic of Congo, incorporating variables such as exports, imports, gross
fixed capital formation, population growth, and GDP per capita. In the short
term, all variables significantly affect unemployment. Inflation, imports, and
population growth increase unemployment, while exports, GFCF, and GDP per
capita reduce unemployment. In the long term, inflation, exports, and GFCF positively
drive unemployment, while only GDP per capita has a negative influence, and
population growth becomes insignificant. Overall, the inflation-unemployment
relationship in Congo does not conform to the Phillips curve but rather
reflects structural economic weaknesses. The authors acknowledge that results
could be strengthened through further methodological refinement in model
specification and variable selection.
6.2 Policy Recommendations
1. Inflation and
Employment Policy: Monetary authorities should adopt an effective
inflation-targeting policy in line with CEMAC recommendations, keeping
inflation at or below 3% annually. This would stabilize the macroeconomic
environment, incentivize investment financing, support economic
diversification, and ultimately promote job creation.
2. Export-Oriented
Trade Policy. Since rising exports paradoxically increase unemployment in the
long run, the government should redesign its trade policy to make exports
explicitly employment-generating. This includes training the workforce in
skills aligned with import and export sector needs, stabilizing the nominal
exchange rate to avoid imported inflation, and coordinating actions across
relevant ministries.
3. Population Growth
and Youth Employment Policy Given the positive relationship between population
growth and unemployment, authorities should implement youth-focused support
policies, including subsidies for entrepreneurial initiatives, public-private partnerships,
vocational and qualifying training programs, and tax exemptions for private
firms that commit to hiring from the growing population.
References:
1.
Balewa, A. H., Jelilov, G. (2018),
« Does Phillips Curve Hold in Nigeria? An Empirical Investigation on the
Relationship between Inflation and Unemployment » CBN Journal of Applied Statistics, 252p.
2.
Banque Africaine de Développement.
(BAD, 2018), « Perspectives Économiques en Afrique », 216p.
3.
Banque Africaine de Développement.
(BAD, 2022), « Soutenir la résilience climatique et une transition énergétique
juste en Afrique », Perspectives
économiques en Afrique, 222p.
4.
Banque des Etats de l’Afrique
centrale. (BEAC, 2006), « Rapport annuel, République du Congo », pp.368.
5.
Banque des Etats de l’Afrique
centrale. (BEAC, 2022), « Rapport annuel, Cinquante ans au service de
l’intégration des peuples de la CEMAC », 173p.
6.
Banque Mondiale. (2018), « Rapport
sur la situation Économique de la République Du Congo », 73p.
7.
Banque Mondiale. (2018), «
Situation économique de la République du Congo », 73p.
8.
Banque des Etats de l’Afrique
centrale. (BEAC, 2020), « Rapport annuel, Conjoncture économique des principaux
partenaires des Etats membres de la CEMAC »,162p.
9.
Besso, C. R. (2010), « Phillips
curve, case study in Cameroon: evaluation of fundamental assumptions », MPRA Paper No. 35614 14p.
10. Bükey, A. M., et Kalkan M. (2024), « Unemployment-Inflation
Relationship in Germany », Selçuk
Üniversitesi Sosyal Bilimler Meslek Yüksekokulu Dergisi, 27 (1), 106-118.
11. Bureau International du Travail. (BIT, 2013), « Résultats de l’enquête
Emploi : différences d’évolutions avec les demandeurs d’emploi inscrits à Pôle
emploi », pp.1-11.
12. Buyrukoğlu, A., Altunakar, M. S. (2022), « Enflasyon ve işsizlik
arasındaki ilişki : Türkiye için ampirik bir araştırma », Fiscaoeconomia, 6(3), 1509-1524.
13. Caporale, G. M., Škare M. (2011), « Employment Growth, Inflation and
Output Growth: Was Phillips Right? Evidence from a Dynamic Panel », Economics and Finance Working Paper Series
No. 11-09.
14. Centre National de la Statistique et des Etudes Economiques. (CNSEE,
2010), « Annuaire statistique du Congo », 401p.
15. Comité d’organisation du cinquantenaire de l’indépendance. (COCI,
2010), Bilan (1960- 2010) et perspectives de développement économique, social
et culturel de la République du Congo Brazzaville.
16. Commission européenne. (2007), « Direction générale développement et
relations avec les états d’Afrique, des caraïbes et du pacifique », 41p.
17. Décret n° 2009-735 du 18 juin 2009 portant publication de l'accord de
consolidation de dettes entre le Gouvernement de la République française et le
Gouvernement de la République du Congo, signé à Paris le 11 décembre 2008
18. DIATA, H. (1994), « Etude sur la promotion du secteur informel au Congo
: une analyse de l’environnement », BIT/PNUD Congo, novembre, Brazzaville.
19. Edeme, R. K. (2018), « Providing an empirical insight into Nigeria’s
non-acceleration rate of unemployment », Journal
of Development Policy and Practice, 3(2) : 179-190.
20. Efayena., Obukohwo. O., Olele H. E. (2020), « A Validation of the
Phillips Curve Hypothesis in Nigeria », MPRA
Paper No. 98804.
21. FMI. (2004), « République du Congo : Revue du programme de référence et
demande d’accord triennal au titre de la facilité pour la réduction de la
pauvreté et pour la croissance », 83p.
22. Furuoka, F., Munir Q. (2014), « Unemployment and Inflation in
Malaysia:Evidence from Error Correction Model Malaysian », Journal of Business and Economics Vol. 1, No. 2289-6856.
23. Revue internationale », International
Journal of Central Banking, Vol. 11 No. S1 72p.
24. Groupe Caisse des dépôts. (2014), « l’investissement public définition
et mesure », 4p.
25. Gwandzang, I. C., Emmanuel, J. (2018), « Applicability And The Working
Of Phillips Curve On The Nigerian Economy Dutse », Journal of Economics and Development Studies Vol_6_n°_2.
26. Idenyi O., Favour E. O., Johnson
N., Thomas O. (2017), « Comprendre la relation entre le chômage et l'inflation
au Nigeria », Advances in Research, 9
(2), 1-12.
27. Institut National de Statistique et des Etudes Economiques, (INSEE,
2010), Système Européen des Comptes nationaux et régionaux de (SEC 2010)
Exportations des biens et services.
28. Iyeli, I., & Ekpung E. (2017), « Price expectation and the Philips
curve hypothesis : the Nigeria case », International
Journal of Development and Economic Sustainability, Vol.5, n°4, pp.1-10.
29. Kaletsky, (2010), « Capitalism 4.0 : the birth of new economy in the
aftermath of crisis », athan N (2011) «
Inflation-unemployment trade-off relationship in Malaysia », Asian Journal of Business and Management
Sciences 1 (1) : 100-108.
30. Kasseh, P. A. (2018), « The Relation between Inflation and Unemployment
in the Gambia », Jornal of Global
economic, Volume 6 n°2.
31. Keynes, J. M., (1996), « General theory of Employment, Interest and
Money », Palgrave Macmillan books, London, 309 P.
32. Kogid, M., Asid, R., Mulok, D., Lily J., Jaratin, L. D., (2011), «
Inflation-unemployment tradeoff relationship in Malaysia », Asian Journal of Business and Management
Sciences 1 (1) 100-108.
33. Kurniasih, E. P., Kartika, M., Nawawi, H., Pontianak. (2020), « Do
Trade-Off Inflation and Unemployment Happen In Indonesia ? », International
Journal of Economics, Business and Management Vol. 4, No. 04 ; 2456-7760.
34. Lipsey, R. (1960), « The Relation bewteen Unemployment and the Rate of
Change of Money Wage Rates in the United Kingdom, 1862-1957 : A further
analysis », Economica.
35. Lisani, N., Masbar. R., et Vivi, S. (2020), « Inflation-Unemployment
Trade-Offs In ASEAN-10 », Jurnal Ilmu
Ekonomi Vol 9 (2), : 241 - 256 P 2476-9223.
36. Lucas, R. (1972), « Expectations and the Neutrality of Money », Journal of Economic Theory. 4, 103-124.
37. McConnell, C. R., Stanley L., Brue, Sean M. F (2012) « Macroéconomie :
principes, problèmes, politiques. New York » McGraw-Hill/Irwin, 2011 19e édition 914p.
38. McDonald and M. Solow. (1981), Wage bargaining and Employement the
American Economic Review vol. 71, No 5, pp. 896-908.
39. Massaoudi, E., Baddih H. (2024), « L’impact des IDE sur le chômage au
Maroc », Revue Internationale des
Sciences de Gestion, « Volume 7 : Numéro 2 » pp : 605 – 621.
40. Mattew, H. (2000), « Controling in inflation, applying rational
expectations to Latine America », Journal
of political economy, Vol 11.
41. Milton, F. (1968), « The Role of Monetary Policy », American Economic Review, Vol.58, n°1, p.
42. 1-17.
43. Mohamed, I., AL., (2023), « L’ouverture économique et le chômage au
Maroc : une évidence empirique », Revue
Française d’Economie et de Gestion , Volume 4, n°5 pp : 389 – 401.
44. Nations Unies. (2015), Commission économique pour l’Afrique 30p.
45. OIT (2024), « les perspectives sociales et d'emploi dans le monde ».
46. Otame, L. (2016), « Does Earnings from Exports reduce or aggravate
Poverty and Unemployment In Nigeria»,
International Journal of Economics and Business Management, Vol. 2, n°1.
47. Perspectives économiques en Afrique, (2012) 16 p.
48. Perspectives de l’économie congolaise (2022) : Direction générale de
l’économie ; 52 P.
49. Perspective de l’économie congolaise, (2023) 56 p.
50. Phillips, A. W. (1958), « The Relation between Unemployment and the
Rate of Change of Money Wage Rates in the United Kingdom », 1861-1957. Economica, 25(100), 283-299.
51. PND (2022-2026), « Une économie forte, diversifiée et résiliente pour
une croissance inclusivie et un developpement durable irreversible », 129 pages.
52. PNUD (2012), « Étude sur la vulnérabilité de l’économie congolaise et
ses perspectives de diversification. » pp.149-150.
53. PNUD (2020), « Rapport National sur le Développement Humain » 196p.
54. PNUD (2002), « Rapport National sur le Développement Humain 2002 en
République du Congo : Guerres, et après ? Développement humain en situation de
post conflit », 138p.
55. Qianyi, W. (2013), « The research on inflation rate and unemployment
rate in china », The International
Conference on Social Science Research, Malaysia. 202–220.
56. Salisu, B.M., Sulaiman, C., Yakubu, Y., Usman, B.I. (2018), « Inflation
and Unemployment in
57. Samuelson, P. A., Solow, R. M. (1960), « Analytique Aspects of
Anti-Inflation Policy », the American
Economic Review, vol 50, n°2, pp 177-194.
58. Sassi, S., Mohamed, G. (2016), « L’intensité d’emploi de la croissance
en Tunisie, selon le secteur et dans une perspective à long terme », Revue internationale du Travail, vol.
155 n° 2.
59. Singh, D., & Verma, N. (2016), « Inflation and Unemployment in the
Short Run : A Case of the Indian Economy »,
International Finance and Banking, 3(1), 77.
60. Système des nations unies. (2010), « rapport national des progrès vers
l’atteinte des objectifs du millénaire pour le développement » 82p.
61. Uche, E. (2019), « Inflation and Unemployment Dynamics in Nigeria : A
Re-examination of the
62. Philip’s Curve Theory »,
International Journal of Scientific and Research Publications, 9(1) : 876-
884.
63. Wulandari, D., Utomo S. H., Narmaditya, B. S., Kamaludin, M. (2019), « Nexus between
Inflation and Unemployment: Evidence from Indonesia », Journal of Asian Finance, Economics and Business, vol 6.n° 2.269.
64. Zaman, K. Khan., Ahmad, M., Ikram, W. (2011), « Inflation, chômage et
NAIRU au Pakistan (1975-2009) », Revue
internationale d'économie et de finance, 3 (1) : 245-254.
65.
Zeaud, H. (2014), « The
trade-off between unemployment and inflation evidence from causality test for
Jordan », International Journal of
Humanities and Social Science, 4 (4) : 103-111.