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Modelling the Role of Absorptive Capacity in Foreign Direct
Investment - Economic Growth Nexus: A Focus on South Africa’s
Manufacturing Sector
Marius Ikpe
1, 2
Irene U. Nwiboko
1
, Sunday V. Agu
3
1
Department of Economics and Development Studies, Alex Ekwueme Federal University Ndufu-Alike, Nigeria
2
Innovation and Technology Policy Department, Nigerian Institute of Social and Economic Research (NISER) Ibadan,
Nigeria.
3
Department of Economics, Enugu State University of Technology Enugu, Nigeria
DOI: https://doi.org/10.51583/IJLTEMAS.2025.1410000003
Received: 06 October 2025; Accepted: 12 October 2025; Published: 27 October 2025
Abstract: Overtime, scholars have come up with diverse opinion regarding the impact of foreign direct investment (FDI) on
economic growth in host communities. Similarly, empirical findings arising from different contexts and time have equally been
contradictory. Current effort to resolve these inconsistency narrows down to sectoral concentration of multinational firms and the
capacity of host communities to absorb foreign technology. In addition to these factors, this study deemed it necessary to
highlight the importance of government regulatory role. Analysis that defined this investigation was founded on the Solow’s
labour-augmented production function, while Autoregressive Distributed Lag (ARDL) bound test approach was employed in the
estimation that followed using data for the period 1991 - 2022. The analysis produced interesting findings: First, results show that
FDI has a significant negative impact on the growth of the manufacturing sector. Second, the importance of absorptive capacity
and government regulatory quality in determining the nature and magnitude of impact of FDI in the growth of the manufacturing
sector were equally evident.
Keywords: FDI, Absorptive Capacity, Government regulatory quality, Growth of Manufacturing Sector, ARDL model, South
Africa.
JEL Codes: C22, F23, F43
I. Introduction
Views are diverse and have remained unchanged regarding the growth-impact of foreign direct investment (FDI) on host
communities. In theory, there is a consensus of opinion aligning with the fact that FDI is an engine of growth; rather than
negative externalities, FDI provide positive external effects. However, overtime, empirical evidence regarding this relationship in
different contexts and time have remained contradictory. For instance, in some contexts and times, a good number of studies
provided evidence that supports the idea that FDI is a strong catalyst and engine of growth (Caves 1974; Kokko, 1994; Nair-
Reichert and Weinhold, 2001; Yao and Wei, 2007; Pegkas, 2015; Emako et al., 2022; Wondimu, 2023), some other studies came
up with findings that suggest a negative external effects instead (Haddad and Harrison, 1993; Aitken and Harrison, 1999;
Bornschier, Chase-Dunn, and Robinson, 1978; Fry, 1993; Ikpe and Nteegah 2014). There are also studies that found no evidence
that could link FDI to growth (Carbonell and Werner, 2018; Ikpe, 2019; Ozili, 2025). These evidence of contradiction in findings
from previous studies leaves open an existing literature gap, therefore the need for further investigation.
As further investigations are being explored, argument regarding the channels via which effects of FDI are transmitted in
developing countries came up. Drawing from this, some studies provided support for a positive effect in terms of technological
and knowledge spillovers and enhance firm productivity (Zhou, Li and Tse, 2002; Blomstrom and Kokko, 1998). Some others
explained this in terms of source of employment in host environments (Lipsey, Sjoholm, and Sun, 2013), while some others
explained it with respect to causal effect of FDI on export (Zhang and Song, 2002; Vogiatzoglou and Thi, 2016). These
notwithstanding, analysts still strongly hold the view that FDI plays key role in growth stimulation and development as evidence
are bound in many countries. Therefore, it is argued that, resolution lies in understanding the economic environment that could
serve as bases for harnessing the benefits of FDI as buttressed by Zhang (2001) which aligned perceived doubt on the positive
growth-impact of FDI to unfavourable country-specific conditions. One amongst notable country-specific conditions is explained
in terms of lack of absorptive capacity. This has been pointed out as reason why empirical evidence of positive effect of FDI on
growth is largest among developed countries (Carbonell and Werner, 2018). One other factor pointed out is the issue of sectoral
concentration of FDI within the industrial sectors of host communities. It is widely argued that spillover benefits of FDI differ
across sectors and countries, given that potential to absorb foreign technologies differ from sectors and economies (Alfaro, 2003;
Hirschman, 1958). Alfaro (2003) further emphasized that FDI in different sectors of the industrial sector (primary, manufacturing
and services) exert different effects on economic growth (see Emako et al, 2022). As a result, it is worthy of note that effect of
FDI on growth will largely hinge on sectoral concentration, host economy’s level of absorptive capacity and quality of inward
FDI. Empirical Evidence situate positive growth-effect of FDI on manufacturing (Alvarez, 2003), given that manufacturing sector
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has potential for spillovers and linkages with other sectors of the industrial sector. By this, manufacturing output serves as a
vehicle for the transfer of positive externalities from FDI to other sectors through forward and backward linkages.
In South Africa, it has not been possible to fully harness the benefits of FDI despite being a major recipient economy in Southern
African region, given that most inward FDI are concentrated in the primary sector. Due to unhealthy business climates, the real
sector (particularly the manufacturing sector) has remained unattractive to foreign multinational firms. The ranking of South
Africa in World Bank’s ease of doing business index has experienced a downward trend over the years; from 41 out of 185
countries in 2013, South Africa was subsequently ranked 72 in 2015, 74 in 2016 and 82 in 2017 out of 189 countries (World
Bank, 2018). Notable specific factors responsible for South Africa’s poor ranking includes lack of access to long term funds,
infrastructural deficit, insecurity, policy summersault, lack of business confidence, and lack of access to credits, high cost of
starting business, poor contract enforcement for businesses respectively. These factors do not guarantee security of investments,
and increases cost of investment. These has led to negative net-inflow of manufacturing multinational firms, thus leading to
declines in the contribution of manufacturing sector to GDP over the years. For instance, average growth rate of manufacturing
value added for South Africa declined from 5.93% over 1970 1975 to 0.33% over the period 1990 1998 (Bell and Madula
2001). Evidence points to the fact that this decline persists even in recent period; the contribution of manufacturing sector to GDP
is 15.2% in 2013 and 13% in 2017Q3 (Brand South Africa, 2014, 2018).
In an effort to resolve the observed inconsistency in previous findings in the context of South Africa, this study modelled for
absorptive capacity in the model of impact of FDI on the growth of the manufacturing sector. The study differs from previous
studies in the following ways: First, it modelled for human capital, openness to trade, and financial market development as
components of absorptive capacity (see Carbonell and Werner 2018). Carbonell and Werner argue that absorptive capacity is
required for FDI to enhance productivity and output growth. Previous studies did not consider this. Second, it is rightly argued
that, domestic credit for GDP transactions be controlled in the FDI-growth relationship, otherwise result from such estimation
could suffer from omitted variable bias (Carbonell and Werner, 2018). Previous South African studies ignored this assertion,
therefore results from such investigations may have been plagued by the issue of omitted variable bias. By utilizing domestic
credit provided by the financial sector as proxy for real economy credit, in addition to the use of secondary school enrolment rate
as proxy for quality of stock of human capital, and sum of trade as a ratio of GDP as proxy for trade globalization (See Carbonell
and Werner, 2018), this observed gap in previous studies was addressed. Third, equally considered in this study which was
previously neglected is the important role of government regulation. Governance is known to have a direct bearing on economic
environment upon which productive activity takes place (Afolabi, 2019; Ikpe et al 2025); studies have equally provided support
for a causal link between government regulatory role and economic performance. (see World Bank 2004). The study utilized
World Bank index of regulatory quality as proxy for capacity of government to formulate and implement sound policies and
regulations that could permit as well as promote private sector development.
The paper is divided into five sections; following this introduction is section two that examines the empirical evidence from
which literature gap was identified, section three shows the methodological procedures adopted in the analysis of data, four
presents result of the data analysis, while five concludes the study, highlighting policy implications of findings from the study.
II. Empirical literature
Divergent and inconsistent international evidence continues to support differing opinions about how foreign direct investment
(FDI) affects the growth and development of national economies. While some studies (Hansen and Rard, 2006; Lumbila, 2015;
Zakia and Ziad, 2007; Adigwe et al, 2015; Yao and Wei, 2007; Pegkas, 2015; Ali and Hussain, 2017) show a strong positive
impact of foreign direct investment (FDI) on growth, others show a significant negative impact (Saqib et al, 2013; Carkovic and
Levine, 2002; Durham, 2004). Additionally, several investigations (Akinlo, 2004; Adewumi, 2006; Herzer et al, 2008) did not
uncover any indication of a growth effect. In particular, Herzer et al. found no conclusive proof of a relationship between FDI and
growth.
Studies have attributed this lack of agreement to variations in the economic climate (Li and Liu, 2005; Durnham, 2004; Batten
and Vo 2009). This provides explanations for why empirical data appears to support the idea that FDI has a greater positive
growth impact in industrialized economies than in developing ones. Studies looked at the connection between FDI and several
characteristics that characterize an economy's absorptive capacity in order to provide explanation. Blomstrom et al. (1994) did not
identify any connection between education and FDI inflows in developing nations, while Li and Liu (2005) found evidence of a
strong positive correlation between human capital and the growth impact of FDI in both developed and developing nations. Some
nations have seen some good effects, while others have seen none at all (Castellani and Zanfei, 2003). In 123 countries, studies
such as Young and Lan (1997) were unable to find any evidence of FDI's beneficial effects on total factor productivity.
The aforementioned makes it abundantly evident that academics cannot agree on the expected impact of foreign direct investment
(FDI), either overall or at the sectoral level. Mixed results were also obtained when the individual effects of each of the many
elements that account for absorptive capacity were investigated. Because each country has unique characteristics, it is common to
have different conclusions for different countries. Even when the same model and data source are used, these factors greatly
influence the results of research. Second, prior research similarly overlooked the economy's ability to optimally enforce current
industry regulations without distorting the market
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III. Methodology
Data
Table 1 Variables, Description and Sources
Variables
Description
Sources
MANV
Manufacturing value added as a percentage of GDP
WDI
FDI
Inward stock of foreign direct investment as a percentage of GDP
UNCTAD
GfCAK
Gross fixed capital formation as a percentage of GDP
WDI
SSENROL
Secondary school enrolment rate as a percentage of gross.
WDI
CREDIT
TRDGDP
GVREG
Total domestic credit provided by the financial sector as percentage of GDP.
Trade globalization measured as sum of trade (export + import) as a ratio of GDP.
Government regulatory quality; it reflects perceptions of government’s ability to
formulate and implement sound policies and regulation that permit and promote
private sector development
WDI
WDI
Kaufmann & Kraay
WDI = World Development Indicators (World Bank, 2023). TRDGDP was computed using the relevant indices of trade and GDP
(Import, Export, and GDP) from WDI
Theoretical Framework and Model Specification
Theoretical foundation for analyzing the effect of FDI on manufacturing sector performance is derived from the popular Cobb-
Douglas production function; this in this study is specified as Y = K
α
(AL)
1-α
, 0 < α < 1 - - (1)
Y stands for output, K represents stock of physical capital, L denote stock of human capital, The efficiency factor (A) augments
labour, α indicates constant returns to physical capital, and 1-α stands for constant returns to human capital. The output function is
thus derived from equation 1. In the Solow’s model, this is defined as a function of the initial output and the determinant of
ultimate steady state. In the empirical function, the study follows Carbonell and Werner (2018)’s reduced/parsimonious GETS
model for the Spanish economy with modification as adopted by Ikpe (2025),. Thus,
MANV = f(GfKAP, SSENROL, FDIGDP, CREDIT, TRDGDP, GVREG) (2)
where,
MANV is manufacturing value added, GfKAP represents fixed capital formation (proxy for stock of physical capital), SSENROL
denotes secondary school enrolment (proxy for quality of human capital), FDIGDP is Foreign Direct Investment, which is
measured as a percentage of GDP, CREDIT stands for domestic real economy credit, TRDGDP indicates trade as a percentage of
GDP proxy for openness of the economy, and GVREG is government regulatory quality.
Estimation Strategy
By thoroughly examining the Time series properties of the macroeconomic variables it was observed that the order of integration
for each of the macroeconomic variables runs between zero and one. According to Pesaran et al. (2001), ARDL bounds testing
approach to cointegration analysis can be applied to series that are integrated at I(0) or I(1) or [I(0) and I(1)]. However, it must be
ensured that none of the variables in the series are I(2) as that could make the computed F-Statistics required to determine
cointegration invalid. In order to identify the order of integration of series correctly, unit root analysis is implemented in this
study. With Perron (2006) suggesting that conventional unit root tests such as Augmented DickyFuller (ADF; Dickey and Fuller
(1979, 1981), Philip Perron (PP; Phillips and Perron (1988), KwiatkowskiPhillipsSchmidtShin (KPSS; Kwiatkowski et al.
(1992) and Ng and Perron (2001) provide biased results because of their low explanatory strength to identify unknown structural
breaks in the series, this study applies Zivot and Andrews (1992) unit root test, which takes into account unknown single
structural break in the series. It identifies the unknown structural breaks date by treating the break date as an endogenous variable.
The results in Table 2a and 2b show a structural break in all the data series. The stationary properties show mixed integration in
the data series of the two countries [I(0) and I(1)]. Interestingly, none of the variables is found to be integrated at second
difference [I(2)].
Table 2. Zivot-Andrews Unit Root Test
Level form I(0)
First difference I(1)
Variable
t statistics
Break date
Break date
Order of integration
lnMANV
-4.1974
2006
2011
I(1)
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lnGFKAP
-4.1472
2006
2009
I(1)
lnSSENROL
-4.0049
1994
1999
I(1)
lnFDIGDP
-5.6249*
2010
2003
I(0)
lnTRDGDP
-3.4487
2000
2009
I(1)
lnCREDIT
-3.4619
2011
2008
I(1)
lnGVREG
-3.5730
2001
2004
I(1)
Note: * denotes significant at 1% level of significance. Variables are adjudged to be significant where significance is established
at, at least 5% level of significance.
The autoregressive distributed lag (ARDL) approach to cointegration analysis is used in this study. ARDL has widely been used
in recent studies due to its statistical power to provide valid and reliable estimates (see Adamu and Rasiah, 2016; Nampewo and
Opolot, 2016; Aboagye, 2017; Agbanike, et al., 2019;; Abango, et a., 2019). In the particular case of this study, the mixed order
of integration (I(0) and I(1)) observed from the unit root tests makes ARDL the most appropriate econometric technique for the
long-run analysis (see Pesaran et al. 2001). Equation for the ARDL model is thus specified:
According to Pesaran, Shin and Smith (2001) the cointegrating equation based on an asymptotic non-standard F-test on
coefficient of the lag level variables of the unrestricted correction model is specified as:
Where Ect
-1
defines the error correction term and Ω is the speed of adjustment to equilibrium. Other variables are as previously
defined. The results of the ARDL bounds test are presented in Table 3.
Table 3. ARDL Cointegration Results
Specification 1
Specification 2
Brk
Selected Model
F-Statistic
Selected Model
F-Statistic
South Africa
2006
ARDL(1, 0, 0, 1, 0, 1, 1)
4.3515**
ARDL(1, 0, 0, 0, 1, 0, 1, 0)
4.8038**
I(0)
I(1)
I(0)
I(1)
1%
3.976
5.691
3.864
5.694
5%
2.794
4.148
2.730
4.163
10%
2.334
3.515
2.277
3.498
** indicates significance at 5% level. Source of Asymptotic critical value bounds: Narayan (2005)
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The results show that the calculated F-statistic is higher than the upper critical bound from Narayan (2005) at 5% level of
significance. This suggests evidence of long-run relationship among the variables in these countries. The null hypothesis of no
cointegration among the variables is therefore rejected, thus giving justification for analysis on the basis of ARDL bound test
approach. In the analysis, equation “3” is estimated (first without the interaction term FDIGDP*GVREG); this captures the direct
impact of each of the explanatory variables on MANV, then with the interaction term to capture the effectiveness of government
regulation on FDI; in this, variable of interest is FDIGDP*GVREG. The necessity of government regulation (GVREG)
interacting with FDIGDP in the relationship between FDI and economic growth is founded on the theoretical basis which states
that, institution of governance which is defined as social infrastructure has a direct relationship with economic environment upon
which productive activities are carried out to determine outcome (see Ikpe et al., 2025; Afolabi, 2019). Therefore, GVREG
influences the productivity of FDI to either enhance or mitigate the effect of FDI on growth of MANV.
IV. Results and discussion
Result of the long run regression for the relation under consideration shows that, three (FDIGDP, CREDIT, and GVREG) of the
six explanatory variables account for changes in the value added of the manufacturing sector. These include Foreign Direct
Investment (FDIGDP), real sector credit (CREDIT), and government regulatory quality (GVREG). Specifically, FDI (the primary
variable of interest) exerts a significant positive impact on growth of the manufacturing sector; value added of the manufacturing
sector increases by 0.82% for every 1% increase in FDI. On the other hand, real sector credit (CREDIT) as a measure of
absorptive capacity significantly increases MANV by 0.10%. It indicates tendency of MANV to increase by 10% in response to
100% increase in real sector credit. Likewise, MANV significantly increases by 8.53% in response to 1% improvement in the
quality of government regulatory quality; this indicates tendency of MANV to increase by 853% should the economy level of
government regulatory quality increase by 100%. The economy’s levels of stock of physical capital (GfKAP), quality of human
capital (SSENROL), as well as openness of the economy (TRDGDP) are really not of importance in determination of levels of
MANV in South Africa. Among variables that define absorptive capacity, only real sector credit (CREDIT) significantly
determines levels of growth of manufacturing sector. The presence of structural break does not exert any significant changes on
the long run impact of these variables on manufacturing value added.
On the other hand, result in specification “2” shows that effort by the government to bring about significant positive changes in
the impact of FDI on manufacturing sector growth through policy regulation failed to yield the desired result, given insignificant
impact of FDIGDP*GVREG on MANV. The dynamics of these relations shows that even in the short run, same set of variables
(FDIGDP, CREDIT, and GVREG) equally significantly accounts for changes in levels of growth performances of the
manufacturing sector. Specifically, 1% increase in FDIGDP significantly increases MANV by 0.18%; an increase of same
magnitude in CREDIT, and GVREG increases MANV by 0.03%, and 2.19% respectively. Significant impact of ΔBrk indicates
that structural break that individually occurred for each of the variables, negatively affected their individual impact on MANV by
-1.70%. The model has an ECM(-1) of -0.46, and it is negative, indicating adjustment to equilibrium at the rate of 46% in the case
of disequilibrium each period. See tables 5a and 5b for the long run, and short run estimates, as well as diagnostic tests. Evidence
in specification “2” shows that the interaction term (FDIGDP*GVREG) is statistically significant. This indicates effectiveness of
government regulatory action on FDI in South Africa. The model is robust to Jargue-Bera test of normality, Brensch-Pagan
Godfrey test of Hetroscedasticity, Breusch-Godfrey LM test of serial correlation, as well as Ramsey Reset test of specification
bias.
Table 5a.. Long-run estimates
Specification 1
Specification 2
Variable
Coefficient
Std. Error
t-Statistic
Prob.
Coefficient
Std. Error
t-Statistic
Prob.
lnGFKAP
-0.0031
0.1349
-0.0228
0.9820
-0.1626
0.1024
-1.5870
0.1275
lnSSENROL
0.0594
0.0592
1.0028
0.3285
0.0424
0.0617
0.6874
0.4994
lnFDIGDP
0.8164
0.2770
2.9473
0.0083
0.1160
0.0259
4.4787
0.0002
lnCREDIT
0.0949
0.0243
3.9115
0.0009
0.3711
0.8177
0.4539
0.6546
lnTRDGDP
-13.4272
6.8065
-1.9727
0.0633
-1.6041
4.4714
-0.3588
0.7234
lnGVREG
8.5327
1.8298
4.6633
0.0002
6.1179
2.1065
2.9043
0.0085
lnFDIGDP*lnGVREG
1.7498
1.3916
1.2574
0.2224
Brk
-1.7007
1.5274
-1.1135
0.2794
-1.5871
1.5693
-1.0114
0.3252
C
27.5648
3.5776
7.7048
0.0000
30.5048
3.2963
9.2544
0.0000
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Table 5b. Short-run estimates and Diagnostic tests
Specification 1
Specification 2
Variable
Coeffici
ent
Std.
Error
t-
Statistic
Prob.
Coefficient
Std.
Error
t-
Statistic
Prob.
lnGFKAP
0.0576
0.0494
1.1676
0.2574
-0.0192
0.0541
-0.3548
0.7262
lnSSENROL
0.0030
0.0242
0.1219
0.9042
0.0043
0.0279
0.1539
0.8792
lnFDIGDP
0.1790
0.0505
3.5481
0.0021
0.3142
0.2130
1.4750
0.1550
lnCREDIT
0.0253
0.0078
3.2290
0.0044
0.0397
0.0082
4.8438
0.0001
lnTRDGDP
-0.3386
1.1084
-0.3055
0.7633
0.3292
1.2740
0.2584
0.7986
lnGVREG
2.1931
0.6067
3.6147
0.0018
0.1381
0.8429
0.1638
0.8714
ln (FDIGDP * GVREG)
0.9258
0.3528
2.6240
0.0159
∆Brk
-1.2479
0.2860
-4.3626
0.0003
-1.1873
0.2941
-4.0369
0.0008
CointEq(-1)
-0.4567
0.0657
-6.9525
0.0000
-0.4256
0.0741
-5.7426
0.0000
Diagnostic Tests
Jarque-Bera test
0.4125
[0.8136]
1.5047
[0.4712]
BG Serial Correlation LM
Test
00832
[0.7763]
0.7085
[0.4099]
BPG Heteroskedasticity Test
0.7109
[0.7147]
0.4053
[0.9182]
Ramsey RESET Test
0.3282
[0.5738]
0.1059
[0.7483]
Note: P-valuesin [ ];
Further discussion and policy relevance of findings
Contending issue of whether host country’s level of absorptive capacity does matter for manufacturing sector performance, and
indeed growth-impact of FDI, evidence from this study provided support for that conjecture. In fact, statistical significance of the
components of absorptive capacity in the model is an indication of the importance of absorptive capacity in FDI-MANV model.
However, difference in the components of absorptive capacity that matters for enhanced growth performance of the
manufacturing sector is a function of individual differences in levels of development of specific component of absorptive
capacity. Findings provided evidence of tendencies of individual component of absorptive capacity to either exert negative or
insignificant effect on manufacturing growth performance at lower capacity, and positive or significant effect at higher capacity
of development. For instance, SSENROL as a measure of human capital development is at a very low level in South Africa,
hence findings from the study. The aggregate has a weak insignificant positive relation with MANV (0.0594) in the model.
Similarly, openness of the economy (TRDGDP) has a negative and insignificant relationship with MANV; This outcome is not
unconnected with the economy’s relative low level of development hence the negative effect.
Secondly, regulatory role of the state is a key factor that determines both the magnitude and nature of the individual private
contributory factors of production to total output. The public sector is not only required to be alive to its regulatory responsibility,
but is expected to do that in ways that could promote positive contributions of the private sector to total output. In the context of
this study, while government regulatory quality (GVREG) exerts strong significant positive impact on MANV(8.5327) which
underscores the importance of effective government regulation in promoting growth of the manufacturing sector, and the
economy in general. The fact that interaction between FDI and GVREG has a strong significant positive effect on MANV in short
run model, but insignificant in the long run means that government need to do more to make effect of its regulation sustainable.
V. Conclusion
On the basis of findings from this study, it is the conclusion of the study that nature of causal relationship between FDI and
MANV is a function of level of absorptive capacity in host economy, as earlier advocated by Borensztein, et al (1998), and more
recently by Hermes and Lensink (2003), Alfaro et al. (2004), and Durham (2004). More specifically, findings from the study
strongly supports findings by Harmes and Lensin(2003); Harmes and Lensin concludes that in the absence of developed domestic
financial system, FDI is an insignificant growth determinant similar conclusion is also arrived at in this study. Also, of great
importance in FDI growth relation is relevance of ability of the government to implement and enforce growth enhancing laws in
ways that do not hurt operating private firms.
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Limitations and direction for future research
The study examined the relationship between stock of FDI inflow and growth of the manufacturing sector. In this, the role of
institution of governance in ensuring a conducive economic environment upon which productive activity takes place was
recognized. However, the study utilized a single indicator of governance to capture the influence of governance in the analysis.
This neglected possible influence of other indices of governance on the growth of the manufacturing value added. For instance,
multinational firms will require a stable polity to carry on their production; the effect that an unstable political environment might
exert on the productivity of FDI is ignored. Therefore, future studies should consider using a composite index of governance in
analysis of the relationship between FDI and manufacturing value added.
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