Effects of Government Expenditure On The Poverty Level: A Nonlinear ARDL Approach
Effects of Government Expenditure On The Poverty Level: A Nonlinear ARDL Approach
1. Introduction
This paper investigates one of the most severe social issues every country faces:
poverty. Poverty, according to Ahmad et al. (2016), is defined as a lack of capacities and
resources to meet one’s basic needs. This unacceptable human condition could be due
a
    School of Business and Economics, Universiti Putra Malaysia, 43400 UPM Serdang, Selangor, Malaysia.
    E-mail: yusoffsaharudin@yahoo.com
b
    School of Business and Economics, Universiti Putra Malaysia, 43400 UPM Serdang, Selangor, Malaysia and
    College of Business and Economics, University of Johannesburg, South Africa. E-mail: lawsh@upm.edu.my
    (Corresponding author)
c
    School of Business and Economics, Universiti Putra Malaysia, 43400 UPM Serdang, Selangor, Malaysia.
    E-mail: norashidah@upm.edu.my
d
    School of Business and Economics, Universiti Putra Malaysia, 43400 UPM Serdang, Selangor, Malaysia.
    E-mail: nwi@upm.edu.my
              Article Info: Received 2 March 2022; Revised 27 April 2023; Accepted 27 April 2023
                                   https://doi.org/10.22452/MJES.vol60no1.3
                  Expenditure
                  300000                                                                                 60
250000 50
                  200000                                                                                 40
                                                                                                              Percentage (%)
     RM million
150000 30
100000 20
50000 10
0 0
Year
OE DE P
      Figure 1. Operating expenditure (OE), development expenditure (DE) and poverty level (P) in
                                        Malaysia (1970–2019)
                                    Source: Economic Planning Unit and Ministry of Finance.
of “growth with equity” in all development programmes and policies. Even though the
country’s poverty rate has dropped dramatically, poverty remains a serious problem.
The government must address this issue and start working on it, particularly in raising
the standard of living in society. The Shared Prosperity Vision 2030 was established to
replace the New Economic Model (NEM) with the goal of developing a high-income
economy and increasing purchasing power of the people. Major economic policies are
shown in Figure 2. Even though many development programmes and policies have
been implemented, none have been able to eradicate poverty. However, the efforts
to overcome poverty are a continuous process. Therefore, the question is whether
government development expenditure impacts Malaysian poverty reduction.
     Combating poverty has been a primary priority for the government, even if it needs
more stringent and comprehensive policies that include both urban and rural areas.
The government must achieve inclusive growth by putting the “people economy” at
the centre of its development strategy to become a high-income country. The multiplier
effect on poverty reduction in the country is controversial, even though government
expenditure increases every fiscal year. The World Bank (2019) claimed that Malaysia’s
poverty rate is significantly higher with rising living costs. Consequently, the research
question to be addressed in this paper is: what are the relationships between gov-
ernment development expenditure towards the rate of poverty? This study aims to
investigate the relationships between government expenditure and poverty levels in
Malaysia, utilising time series data from 1970 to 2019.
     The following are the study’s contributions to the body of knowledge. First, the
results of this study can assist policymakers in developing and implementing effective
strategies for allocating government expenditure. As a result, the findings should
assist the government in developing appropriate strategic policies and public resource
allocation in government expenditure, affecting poverty levels in Malaysia. Second, from
a research standpoint, utilising the nonlinear autoregressive distributed lags (ARDL)
model by Shin et al. (2014) to investigate the long-run and short-run asymmetries in
government development expenditure and poverty level nexus.
     The remainder of the paper is organised as follows. Section 2 reviews the relevant
literature, section 3 describes the empirical model, econometric approach and the data
used. Section 4 discusses the empirical results and interprets the findings. Lastly, the
conclusion wraps up the discussion.
2. Literature Review
     In addition, Milasi et al. (2016) revealed that the relationship between economic
growth and poverty reduction is significantly linked to implementing appropriate
policies and programmes. Policies and initiatives must vigorously address changes in
economic growth and diversification. Other than that, employment policies should also
be drafted to increase the skill levels and increase labour market participation rate in
the economy. Whereas Nair and Sagaran (2015) claimed that the term poverty is very
dynamic that encompasses both absolute and relative poverty. Absolute poverty is a
minimum standard of life based on a fixed income. Regarding relative poverty, those
who earn less than the median national income is considered poor.
     Hassan et al. (2020) examined the impact of globalisation, governance and com-
petition on poverty in the case of 73 developing nations between 2005 and 2016.
The results were estimated using a feasible generalized least squares approach, which
confirmed that all governance indicators have a negative impact on poverty. In the
same vein, globalisation, competitiveness and development expenditures help to
reduce poverty. Poverty also refers to having less access to health care, education and
opportunities for improving one’s life. The Keynesian cross outlines the laws governing
the relationship between government development expenditures and growth. State
expenditures spur increased spending by firms and households, boosting growth.
There are two ways to interpret the bidirectional impact of education on poverty.
Firstly, public investment in human capital improves the skills and productivity of low-
income families. Second, poverty may place a significant restriction on educational
achievement.
     Inegbedion and Obadiaru (2021) investigated Nigeria’s perceived causes of poverty.
It used a longitudinal survey of four perceived determinants of poverty for the years
1980 to 2019: unemployment rate, population, inflation rate and income disparity.
Stationarity and cointegration were examined using Augmented Dickey-Fuller and
Johansen’s tests. Vector error correction model was used in testing for statistical
significance of the explanatory variables. In the short term, the results showed that
both the unemployment rate and the inflation rate are significant predictors of the level
of poverty, but in the long run, only the unemployment rate is significant. On the other
hand, Taufiq and Dartanto (2020) examined the impact of education on the dynamics
of poverty in Indonesia as well as the employment mobility of informal to formal
employees (informal turnover). The analysis of the National Socio-Economic Survey
(2011–2013) found that those with higher levels of education tended to leave the
informal economy, showing that education significantly influenced this trend (Central
Bureau of Statistics of Indonesia, 2011–2013).
development strategy that prioritises the industrialised sector above raw materials and
basic manufacturing. As a result, establishing cooperation between the government
and the private sector regarding savings and investments is crucial for the individual
country. TVCP is projected to improve economic growth and, as a result, eliminate
poverty, particularly in undeveloped regions. From 2008 to 2013, Khasanah et al. (2016)
used panel data regression analysis to study the relationship between the government’s
spending on education, health, housing and public facilities in Indonesia. According
to the findings, all the independent factors have a link with the dependent variable.
According to the study, the allocation for health and education expenses should be
increased by 10% and 20%, respectively. Furthermore, additional funding for home
development should be made available, ultimately benefiting the poor.
     From 2010 to 2014, Saad and Nor (2018) studied the impact of health spending on
economic growth in 67 low-income and middle-income countries. The countries were
divided into two groups which are low-income and middle-income, and each group was
studied separately to determine the differing effects of health spending on economic
development. The findings demonstrate a strong relationship between health spending
and economic growth for both countries, with middle-income countries having a slightly
stronger influence. As a result, for the nations to become developed countries, boosting
the health sector through raising health expenditure should be a priority.
     Subsequently, Sasmal and Sasmal (2016) investigated the effect of government
spending on economic growth and poverty alleviation, focusing on emerging countries
such as India. For example, the government can enact distributive measures during
times of extreme poverty. Of course, these distributive measures will come at a cost
in terms of long-term progress. However, they will fail if attempts to eliminate poverty
are not executed with excellent governance and adequate targeting. Nonetheless,
if public spending is aimed at boosting per capita income, it will reduce poverty.
Sasmal and Sasmal employed both fixed and random effects approaches in this study.
The results showed that per capita income grows when the government spends a
higher percentage of its budget on infrastructure development, such as roads and
transportation. As a result, poverty levels will be lowered. Therefore, the study
suggested that spending on infrastructure development improved economic growth
and, as a result, aided in poverty alleviation.
     Mustapha et al. (2017) examined how public spending affects poverty reduction
in the Organisation of Islamic Cooperation (OIC) and non-OIC nations. For them, all
levels of government must share responsibility and should take the issue of poverty
reduction as a priority. They used the ordinary least squares (OLS) approach to assess
the impact of education and health spending on poverty reduction in the OIC and the
rest of the globe for each of the 126 countries. It was assumed that the OIC countries
were generally free of poverty. However, the truth was that numerous OIC countries
were among the poorest in the world. Therefore, the study discovered that government
expenditure positively impacted poverty eradication in both OIC and non-OIC countries,
with gross national incomes (GNIs) essentially comparable in both. As a result, research
in many countries showed that education, health and private investment expenditure,
inward remittance, and secondary school enrolment contributed to alleviating the
poverty level.
2016). The results of the studies indicate a positive impact of public expenditure on
poverty alleviation (Musaiyaroh & Bawono, 2017; Sasmal & Sasmal, 2016). However,
some studies also revealed a negative impact of public expenditure on the poverty level
(Khasanah et al., 2016). While development expenditure is perceived to have significant
implications on the poverty rate, only few studies focused on development expenditure
and poverty. In addition, not many studies appear to have included inflation, physical
capital and human capital as control variables, even though they may influence the
poverty level in a country and thus trigger poverty. This study sought to fill these gaps.
      The nonlinear ARDL method appears to be adequate for detecting potential asym-
metries in poverty levels, which development expenditure factors could cause. The
study adopts an alternative econometric framework, namely the nonlinear ARDL model,
because the framework is most appropriate since it allows potential long-run and
short-run asymmetries in the development expenditure and poverty level relations and
indirectly hints at the importance of fiscal policy in the country. Theoretically, it should
be anticipated that increased government expenditure will have an asymmetric impact
on the poverty rate. More economic spillover effects will encourage a greater standard
of life and eventually lower people’s poverty levels.
      This technique examines long- and short-run nonlinearities by using positive and
negative partial sum decompositions of the regressors. It also quantifies the regressors’
responses to asymmetric dynamic multiplier shocks, both positive and negative. The
nonlinear ARDL technique is an asymmetric extension of Pesaran et al. (2001) well-
known linear ARDL bounds testing technique. After that, the cumulative dynamic
multipliers are graphed. As a result, the nonlinear ARDL model can capture the non-
linear or asymmetric relationship between the variables in both the short and long
terms in this study. This is how the long-run model is defined.
                  long run poverty. Equation (1) augmented with asymmetric coefficients of nonlinear
                  ARDL is as follows:
                                      t                         t
                         DEt   DEt   min(DEi , 0)
                                     i 1                      i 1
                  Based on the above formulation, the long-run relationship between the poverty level
                  and increases in development expenditure is α5, which is expected to be negative.
                  Meanwhile, α6 is expected to have a positive sign between the poverty level and
                  development expenditure, because both are expected to move in the opposite
                  direction. The study further posits that development expenditure increases will
                  result in lower long-run changes in the level of poverty as compared to the impact
                  of development expenditure reduction of different magnitude, i.e. α 5 > α 6. As a
                  result, the long-run relationship, as represented by (2), reflects asymmetric long-run
                  development expenditure passes through to the poverty level. Therefore, the nonlinear
                  ARDL equation will take the following error-correction form to estimate the short-term
                  coefficients:
                         Pt     0 Pt 1  1GDPPCt 1  2 INFt 1   3Kt 1   4 HCt 1   5DEt1   6 DEt1 
                         										
                         p             q                  r                s              u
                          i Pt 1  i GDPPCt i  i INFt i  i Kt i  i HCt i 
                         i 1                      i 0                      i 0            i 0         i 0
                          v
                                                                   
                          ( DE   DE )  t
                                i           t i          i           t i                                                                (3)
                         i 0
                  where all variables are as defined above, p, q, r, s, u and v are lag orders and α5 = –
                  β5/β0, α6 = –β6/β0, the aforementioned long run impacts of respective development
                  expenditure increases and development expenditure reduction on the level of poverty.
                     u    
                   i 0 i measures the short-run influences of development expenditure increases on the
                  reduction of the poverty level and the short-run influences of development expenditure
                  reduction on the hike of the poverty level. Hence, in this setting, in addition to the
                  asymmetric long-run relation, the asymmetric short-run influences on development
                  expenditure changes on the poverty level are also captured. Both the long run and
                  short run asymmetry tests of the variables are conducted using the asymmetric
                  statistics of nonlinear ARDL.
                        Before embarking on the model’s stages, like the ARDL model, the unit root test
                  is required to investigate the stationarity condition of the required variables. To this
                  end, the study applies the widely used augmented Dickey-Fuller (ADF) and Phillips-
Perron (PP) unit root tests for establishing the variables’ orders of integration. It is
crucial to ensure the variables are only stationary at I(0) and I(1). That is, no variables
of order two or above will integrate to avoid an erroneous F-statistic result at a later
stage. Generally, the nonlinear ARDL model involves carrying out long-run cointegration
utilising bounds testing. This approach is used to test for cointegration among the
variables based on the estimated nonlinear ARDL. At this stage, the F-statistics will be
compared to the critical values proposed by Pesaran et al. (2001) or Narayan (2005).
Then, if the estimated F-statistics are above the higher critical value, reject the null
hypothesis of no cointegration. The null hypothesis is maintained and cannot be
rejected if the F-statistic is at the lower critical value. When the F-statistics value falls
between the lower and higher critical value, the result is inconclusive. Then, there
is the matter of testing for short-run and long-run asymmetries. As a result, the null
hypothesis is H0: focused variables are symmetric, while the alternative hypothesis is H1:
focused variables are asymmetric.
     In the next step, equation (3) is estimated using the standard OLS estimation
method. The general-to-specific procedure was adopted to arrive at the final speci-
fication of the nonlinear ARDL model by trimming insignificant lags. Based on the
estimated nonlinear ARDL, a test was performed for the presence of cointegration
among the variables using a bound testing approach of Pesaran et al. (2001) and Shin
et al. (2014). This involves the Wald F test of the null hypothesis, β0 = β1 = β2 = β3 = β4 =
β5 = β6 = 0. In the final step, with the presence of cointegration, an examination of long-
run and short-run asymmetries in the relations between development expenditure and
poverty level is made, and inferences are drawn.
3.1 Data
The sample period of this study is from 1970 to 2019, based on the annual datasets.
Poverty rate (P) – measured in terms of percentage over population – is obtained from
the Prime Minister’s Office’s Economic Planning Unit. Development expenditure (DE),
gross domestic product per capita (GDPPC) and inflation rate (INF) are collected from
Malaysia’s Ministry of Finance. The physical capital (K) and human capital (HC) variables
are obtained from the Penn World Table version 10 (Feenstra et al., 2015).
4. Empirical Results
Table 1 shows the descriptive statistics of all variables, namely poverty rate (P), develop-
ment expenditure (DE), human capital (HC), gross domestic product per capita (GDPPC),
inflation rate (INF) and physical capital (K). The standard deviation is lower than the
mean, reflecting that the datasets are not highly varied from the year 1970 to 2019.
The average of DE, P and INF during the same period were RM21,421 million (P: 18.39%
and INF: 3.43%), a maximum of RM56,095 million (P: 49.30% and INF: 17.33%) and
a minimum of RM725 million (P: 0.60% and INF: 0.29%), respectively. Whereas the
average of GDPPC, HC and K were RM13,330 (HC: 2.34 and K: 27.38%), a maximum
of RM43,708 (HC: 3.08 and K: 43.59%) and a minimum of RM1,087 (HC: 1.50 and K:
17.51%), respectively.
Note:   P = poverty rate, DE = development expenditure, HC = human capital, GDPPC = gross domestic
        product per capita, INF = inflation rate and K = physical capital.
Source: Authors’ calculation.
Table 2. Correlations
P DE HC GDPPC INF K
P (%)                       1.00					
DE (RM million)            -0.78  1.00				
HC (Index)                 -0.94  0.92  1.00
GDPPC (RM)                 -0.72  0.94  0.86  1.00
INF (%)                     0.49 -0.38 -0.43 -0.36 1.00
K (% to GDP)               -0.05 -0.31 -0.24 -0.29 0.18                                            1.00
Note: P = poverty rate, DE = development expenditure, HC = human capital, GDPPC = gross domestic product
      per capita, INF = inflation rate and K = physical capital.
It is worth noting that the defined model of development expenditure and poverty
is suitable for policymaking in Malaysia. In addition, the nonlinear ARDL asymmetry
test reported in Table 5 indicates that the development expenditure variable has an
asymmetric relationship in the long run and short run, where the p-values are less than
0.05. Therefore, the nonlinear ARDL approach is appropriate to analyse the effect of
development expenditure on poverty.
Level
P                      -0.2208               -3.3209*                      -1.4560              -3.3014*
                       (0.9281)              (0.0768)                      (0.5472)             (0.0780)
DE                     -1.8747               -2.3418                       -2.4925              -2.4329
                       (0.3411)              (0.4042)                      (0.1234)             (0.3589)
GDPPC                  -1.0460               -3.3658*                      -1.6581              -3.3370*
                       (0.7291)              (0.0680)                      (0.4458)              0.0723
INF                    -3.8370***            -4.3478***                    -3.8662***           -4.3478***
                       (0.0048)              (0.0060)                      (0.0044)              0.0060
K                      -2.5375               -2.6630                       -2.5191              -2.5901
                       (0.1132)              (0.2559)                      (0.1172)             (0.2864)
HC                     -2.1267               -3.1373                       -2.1267              -3.1373
                       (0.2354)              (0.1094)                      (0.2354)             (0.1094)
First Difference
P                      -7.7998*** –                                        -7.6483***            –
                       (0.0000)		                                          (0.0000)
DE                     -5.4936*** –                                        -5.4871***            –
                       (0.0000)		                                          (0.0000)
GDPPC                  -6.0968*** –                                      -10.2445***             –
                       (0.0000)		                                         (0.0000)
INF                    -9.1477*** –                                        -9.3716***            –
                       (0.0000)		                                          (0.0000)
K                      -5.0398*** –                                        -4.9797***            –
                       (0.0001)		                                          (0.0002)
HC                     -6.6113*** –                                        -6.6104***            –
                       (0.0000)		                                          (0.0000)
Notes: P = poverty rate, DE = development expenditure, GDPPC = gross domestic product per capita, INF =
       inflation rate, K = physical capital and HC = human capital. *, ** and *** denote significance at 10%,
       5% and 1% levels, respectively. Figures in parentheses are p-values.
Critical value Lower bound value Upper bound value Computed F-statistics
k = 6, n = 50
1%                               3.42                        4.88                            6.00***
5%                               2.55                        3.71
10%                              2.17                        3.22
Notes: *, ** and *** denote significance at 10%, 5% and 1% levels, respectively. Critical values are taken from
       Narayan (2005), Table in the Appendix, Case III, p. 1988. K and n are the number of regressors and
       observations, respectively.
10
-5
-10
-15
             00       02        04        06        08       10        12         14   16      18
CUSUM 5% Significance
80
60
40
20
-20
-40
-60
         1            3              5            7             9            11        13           15
correlation test of the level relation model of long-run estimation for lags 2 and 4,
respectively. The p-values of chi-square statistics are greater than 0.05, which indicate
that there is no serial correlation problem. Additionally, the CUSUM statistics stability
test is plotted to ascertain the significance of trajectory at the 95% confidence bounds.
This is supported by the figure’s rejection of the null hypothesis, which leads to the
conclusion that all the regression parameters are stable. Figure 4 depicts the dynamic
multiplier plot that indicates the positive or negative effect of development expenditure
at a particular time. The negative shock has more effect on poverty as compared to
positive shock.
significantly impact on the poverty level. One potential explanation is that development
expenditure needs some time for it to efficiently produce spillover effects in the
economy in the long run. The short-run result is possibly due to the displacement cost
theory in which increased government expenditures displace or crowd out private
sector activities, dampening growth that does not significantly impact the level of
poverty. The current physical investment is a negative and significant determinant of
changes in poverty. However, changes in human capital are a positive and significant
determinant of poverty, where the higher the human capital index, the higher the
poverty. The short-run results are always dynamic processes and therefore, inconsistent
with expected signs. The error-correction term (ECT) has a negative sign, and the
coefficient is less than one and is statistically significant. This implies that any short-run
deviation will adjust to the long-run equilibrium path. The full adjustment will occur at
100%. Therefore, 29.4% convert to 100% is 3.4, or it will take about 3.4 years to move
back to the long-run equilibrium if there is any short-run deviation.
Critical value Lower bound value Upper bound value Computed F-statistics
k = 6, n = 50
1%                                3.42                            4.88                            4.05**
5%                                2.55                            3.71
10%                               2.17                            3.22
Notes: *, ** and *** denote significance at 10%, 5% and 1% levels, respectively. Critical values are taken from
       Narayan (2005), Table in the Appendix, Case III, p. 1988. k and n are the number of regressors and
       observations, respectively.
20
15
10
 5
 0
 -5
-10
-15
-20
      1985         1990         1995          2000          2005         2010       2015
CUSUM 5% Significance
-1
-2
-3
     1    3            5             7            9            11               13   15
5. Conclusion
This study investigates the relationship between government development expenditure
and the level of poverty in Malaysia using the nonlinear ARDL approach and time series
data from 1970 to 2019. The empirical results of nonlinear ARDL revealed that increase
in government development expenditure has no significant effect on poverty in the
long run. In the long run, development expenditure has a positive coefficient and is a
statistically significant determinant of poverty. This indicates that higher development
expenditure increases poverty. Therefore, based on this finding, government develop-
ment expenditure should not misuse the resources and should examine the importance
of focusing on proper allocation of fund resources in alleviating poverty. Therefore, this
research recommends that government expenditure should minimise the resources
when producing public goods and services to improve performance and reduce the
poverty level. Some of the federal government expenditures tend to weaken the private
sector and thus reduce economic growth and increase poverty level.
     The government’s significant emphasis on dispersing development benefits
throughout all economic sectors must ensure that it impacts on the poverty level.
Government policies should also try to ensure that the benefits of development are
equally distributed among all the groups to ensure social harmony in a plural society.
Every project and program implemented by the government must ensure that it is
conducted in an effective manner, and any leakages must be eliminated. The govern-
ment must pursue a policy of competitiveness and development to help achieve
poverty alleviation targets. To circumvent these economic hazards, this research recom-
mends that the government should embark on a public-private-partnership (PPP) to
substitute for possible negative fiscal multiplier effects. The government should explore
the opportunities of having a stable private sector by establishing and implementing
PPP to enhance strong corporation between the two sectors. The public and private
sectors should coordinate their planning approaches based on how to best use the
resources at hand for the mutual benefit of the two sectors and the entire country.
The reduction of poverty is significantly aided by improved physical and human capital
investments. Theoretically, expenditure on development will boost labour’s capacity
and productivity in curtailing poverty. This is vital, especially in achieving the Shared
Prosperity Vision 2030. For future studies, the research can use state-level datasets to
examine the effect of government expenditure on the poverty level.
References
Ahmad, N.F., Mansor, M., & Paim, L. (2016). Income poverty and well-being among vulnerable
    households: A study in Malaysia. Asian Social Science, 12(2), 195–204. https://doi.
    org/10.5539/ass.v12n2p195
Ahmad A.R., & Masih, M. (2017). What is the link between financial development and income
    inequality? Evidence from Malaysia (MPRA Paper 79416). University Library of Munich,
    Germany.
Central Bureau of Statistics of Indonesia. (2011–2013). Indonesia National Socio-Economic Survey.
Feenstra, R.C., Inklaar R., & Timmer, M.P. (2015). The next generation of the Penn World Table.
    American Economic Review, 105(10), 3150–3182. https://doi.org/10.1257/aer.20130954
Hassan, M.S., Bukhari, S., & Arshed, N. (2020). Competitiveness, governance and globalization:
     What matters for poverty alleviation? Environment, Development and Sustainability, 22,
     3491–3518. https://doi.org/10.1007/s10668-019-00355-y
Inegbedion, H., & Obadiaru, E. (2021). Perceived predictors of poverty: Evidence from Nigeria.
     Journal of Poverty, 26(7), 549–566. https://doi.org/10.1080/10875549.2021.1925804
Islam, R., Ghani, A.B.A., Abidin, I.Z., & Rayaiappan, J.M. (2017). Impact on poverty and income
     inequality in Malaysia’s economic growth. Problems and Perspectives in Management, 15(1),
     55–62. https://doi.org/10.21511/ppm.15(1).2017.05
Khasanah, M., & Wibowo, P.A. (2016). The influence between government expenditure towards
     poor resident in Indonesia. Economics Development Analysis Journal, 5(1), 16–22.
Kimaro, E.L. (2018). Analysing the effects of government expenditure and fficiency on economic
     growth in Tanzania (Doctor of Philosophy thesis, Faculty of Business and Finance, Universiti
     Tunku Abdul Rahman). http://eprints.utar.edu.my/2989/1/Edmund_Lawrence_Kimaro.pdf
Kuang, X., Liu, H., Guo, G., & Cheng, H. (2019). The nonlinear effect of financial and fiscal policies
     on poverty alleviation in China—An empirical analysis of Chinese 382 impoverished counties
     with PSTR models. PLoS ONE, 14(11), Article e0224375. https://doi.org/10.1371/journal.
     pone.0224375
Lee, K.W., & Masih, M. (2018). Investigating the causal relationship between exchange rate
     variability and palm oil export: Evidence from Malaysia based on ARDL and nonlinear ARDL
     approaches (MPRA Paper 91801). University Library of Munich, Germany). https://mpra.
     ub.uni-muenchen.de/91801/2/MPRA_paper_91801.pdf
Majid, M.R., Jaffar, A.R., Man, N.C., Vaziri, M., & Sulemana, M. (2016). Mapping poverty hot spots
     in Peninsular Malaysia using spatial autocorrelation analysis. Planning Malaysia, 4(Special
     Issue 4), 1–16. https://doi.org/10.21837/pm.v14i4.144
Manaf, N.A., & Ibrahim, K. (2017). Poverty reduction for sustainable development: Malaysia’s
     evidence-based solutions. Global Journal of Social Sciences Studies, 3(1), 29–42. https://doi.
     org/10.20448/807.3.1.29.42
Milasi, S., Narasimhan, V., Khatiwada, S., & Kühn, S. (2016). Transforming growth and jobs to
     reduce poverty. World Employment and Social Outlook, 2016(2), 97–117. https://doi.org/
     10.1002/wow3.84
Musaiyaroh, A., & Bawono, S. (2017, November). The impact of infrastructure on strategic sectors
     expenses for poverty: The case in ASEAN 4. Proceedings of the 3rd International Conference
     on Economics, Business, and Accounting Studies (ICEBAST), Universitas Jember, East Java,
     Indonesia. https://www.researchgate.net/publication/331732796
Mustapha, I.M., Shakil, M.H., & Sulaiman, J.A. (2017). Does public expenditure reduce the level of
     poverty? A comparative study on OIC and non-OIC countries. Journal of Islamic Economics,
     Banking and Finance, 13(3), 151–162.
Nair, S., & Sagaran, S. (2015). Poverty in Malaysia: Need for a paradigm shift. Institutions and
     Economies, 7(3), 96–123.
Narayan, P.K. (2005). The government revenue and government expenditure nexus: Empirical
     evidence from nine Asian countries. Journal of Asian Economics, 15(6), 1203–1216. https://
     doi.org/10.1016/j.asieco.2004.11.007
Nurkse, R. (1952). Some international aspects of the problem of economic development. American
     Economic Review, 42(2), 571–583.
Oriakhi, M.O. (2021). Poverty reduction, government expenditure and economic growth in
     Nigeria. Journal of Economics and Allied Research, 6(2), 282–297.
Pesaran, M.H., Shin, Y., & Smith, R.J. (2001). Bounds testing approaches to the analysis of level
     relationships. Journal of Applied Econometrics, 16(3), 289–326. https://doi.org/10.1002/
     jae.616
Saad, S., & Nor, N.M. (2018). Health expenditure and economic development in low- and middle-
     income countries. Jurnal Ekonomi Malaysia, 52(3), 181–189. https://doi.org/10.17576/JEM-
     2018-5203-14
Sasmal, R., & Sasmal, J. (2016). Public expenditure, economic growth and poverty alleviation.
     International Journal of Social Economics, 43(6), 604–618. https://doi.org/10.1108/IJSE-08-
     2014-0161
Shin, Y., Yu, B., & Greenwood-Nimmo, M. (2014). Modelling asymmetric cointegration and
     dynamic multipliers in a non-linear ARDL framework. In R. Sickles & W. Horrace (Eds.),
     Festschrift in honor of Peter Schmidt (pp. 281–314). Springer. https://doi.org/10.1007/978-1-
     4899-8008-3_9
Siwar, C. (2016). Good governance for poverty alleviation: The case of Malaysia. Chinese Public
     Administration Review, 3(3/4), 1–12. https://doi.org/10.22140/cpar.v3i3.4.57
Taufiq, N., Dartanto, T. (2020). Education, informal turnover and poverty dynamics in Indonesia.
     International Journal of Economics and Management, 14(1), 157–172.
World Bank. (2019, December). Malaysia economic monitor: Making ends meet. https://
     openknowledge.worldbank.org/entities/publication/7ae44d07-1799-53d0-b29f-f810dbffa879