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    The Empirical Economics Letters, 10(3): (March 2011) ISSN 1681 8997

    Does Import Affect Economic Growth in Malaysia

    Mori Kogid, Dullah Mulok, Kok Sook Ching, Jaratin Lily

    School of Business and Economics, Universiti Malaysia Sabah88400 Kota Kinabalu, Sabah, Malaysia

    Email: [email protected]

    Mohd Fahmi Ghazali

    Labuan International School of Business and Finance

    Universiti Malaysia Sabah, Labuan International Campus

    Nanthakumar Loganathan

    Department of Economics, Faculty of Management and Economics

    Universiti Malaysia Terengganu

    Abstract: This paper uses the bivariate cointegration and causality analysis based onthe Engle-Granger two steps, Johansen, Toda-Yamamoto, and Hsiaos Granger

    procedures to analyze the relationship between the economic growth and the import inMalaysia from 1970 to 2007. Results show that there is no cointegration exists between

    economic growth and import, but there exists bilateral causality between economicgrowth and import. Results also show that import could indirectly contribute toeconomic growth, and economic growth could also directly contribute to import. Thesefindings maybe vital for future economic growth policy.

    Keywords:Economic Growth, Import, Cointegration, Causality, Malaysia

    JEL Classification Number: C32, F42, N15, O47

    1. Introduction

    Economic growth theory is the main focus of economic study by most researchers, and itis often linked to various factors in a sense that these factors are perceived to be crucial in

    spurring the economic growth of a country. Amongst these factors are private

    consumption expenditure, government expenditure, investment, import, export, and other

    related factors. As cited in Piazolo (1996), the traditional growth theory based on Solow

    (1956) and Denison (1962) shows that the setting of output depends on the level of capital

    stock, the volume of labour employed, and the types of technology used. The introduction

    of an exogenous rate of technological change allows for an exogenously determined rate

    of economic growth. At the same time, other factors such as savings, investment, and

    institutional framework (e.g. government consumption expenditure) are the minor

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    The Empirical Economics Letters, 10(3): (March 2011) 298

    influences for the long term economic development. The new growth theory on the other

    hand, focuses mainly on (i) technological change, (ii) the role of government, (iii) trade

    policy, and (iv) human capital development as the determinants of economic growth

    (Piazolo 1996).

    The main objective of this study is to investigate the relationship and causality patternbetween import (M) and economic growth (GDP) in Malaysia for both short run and long

    run, in an attempt to capture the possible impact of import on economic growth. In

    general, the direction of causality seems to run predominantly from national income to

    import, but not the other way round. High income countries will tend to import more, and

    vice versa. Nevertheless, the causal relationship underlying import spending and economic

    growth is more complex than the statistical tests. Less certain, however, is the direction of

    influence between import and economic growth (Humpage 2000). Does import cause

    economic growth, or the other way round?

    This paper is organized as follows. Section 2 discusses past studies in relation to the

    import and economic growth. The data and methodology is discussed in Section 3, while

    Section 4 explains the empirical results and findings. Section 5 of this study offers

    discussion and conclusion.

    2. Literature Review

    Past studies heavily focused on economic growth in both theory and empirical. Various

    empirical studies tried to determine the significant factors determining economic growth

    and most of these studies were associated with the determinants or sources of economic

    growth with different methodologies, data, and cases. Tong (1995) explored the

    relationship between economic growth and import, and he recognized that import at

    different times contributed to economy differently, but as a whole, there was a positive

    correlation between import and economic growth. Frankel and Romer (1999) in their study

    on cross-country data found that higher trade contributes to long-term economic growth,

    after accounting for the effect of growth on trade. Although they considered total trade(export plus import), their research methodology attributed the same response to import

    that it applies to export; that is, import causes economic growth. Humpage (2000) on the

    other hand, stressed that import does not lower economic growth. He believed that import

    and economic growth are positively correlated, with causality running in both directions.

    Faster economic growth does indeed lead to higher import, but the countries that are

    opened to trade tend to grow faster than those with a closed economy or less accessible.

    Liu (2001) in his research revealed that import has a strong role in the promotion of

    national economy by analyzing the data of China from 1980 to 1998. Howard (2002)

    examined the relationship between export, import and income in the economy of Trinidad

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    The Empirical Economics Letters, 10(3): (March 2011) 299

    and Tobago, using the methodology of Granger causality and error correction modeling.

    The results showed that there is unidirectional Granger causation from export to income

    (GDP), and bidirectional causation between export and import, and causality running from

    GDP to import. Chen (2009) in a different study stated that, import is often recognized as

    a leakage of revenue of which will lead to unemployment rather than economic growth.

    But he stressed that the impact of import on economic growth on the other hand, should

    not be ignored. Import is an important mean to break the bottleneck of economic

    development and promote economic growth. Therefore, the research on the relationship of

    import and economic growth is necessary. Gao (2004) showed that the relationship

    between foreign trade and economic growth is one of the main debating problems in the

    economic field. Based on his study, he found that both export and import improve

    economic growth, while the promoting effects on economic growth of export are much

    weaker than those of import. Shirazi and Abdul Manap (2005) found the feedback effect

    running from import to GDP growth in Bangladesh as the consequences of technology

    transfer. Ghorbani and Motallebi (2009) studied and analyzed the import demand function

    in Iran for the year 1960 to 2005, and found that import demand is elastic related to

    increasing in gross domestic income.

    Alam, Uddin and Taufique (2009) in their paper attempted to explore the import of

    Bangladesh which is one of the most significant factors responsible for unfavourable trade

    balance of the country. The paper examined the existence of the gravity theory for the

    import of Bangladesh with its eight major trading partner countries such as India, China,

    Singapore, Japan, Hong Kong, South Korea, USA and Malaysia by using yearly panel data

    from 1985 to 2003. The paper found mixed results for the impact of Bangladesh GDP on

    its import. If population is not considered, GDP shows positive relationship with import.

    In addition, its major trading partner countries GDP has significant positive impacts on

    the import of Bangladesh. Azgun and Sevinc (2010) in a different study explained that in

    the smaller and open economies, import and foreign trade play major roles in economic

    development and growth. Engle-Granger test was conducted, but the results showed no

    causality relationship between import and export.

    3. Data and Methodology

    This study uses annual time series data from 1970 to 2007 which were obtained from

    International Financial Statistics (IFS), and Department of Statistics Malaysia. Such data

    include Gross Domestic Product (GDP) and Import (M). All data are transformed into

    logarithmic form. For the analysis, this study applies the Engle-Granger two steps,

    Johansen, Hsiaos Granger, and the Toda-Yamamoto (TY) procedures for bivariate

    cointegration and causality.

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    The Empirical Economics Letters, 10(3): (March 2011) 300

    All annual time series data which are Gross Domestic Product (GDP) and Import (M)

    from the periods of 1970 to 2007 in this study is obtained from International Financial

    Statistics (IFS), and Department of Statistics Malaysia. All data are transformed into

    logarithmic form. This research applies the Engle-Granger two steps, Johansen, Hsiaos

    Granger, and the Toda-Yamamoto (TY) procedures for bivariate cointegration and

    causality analysis.

    Unit root tests in this study are conducted by using Dickey-Fuller, DF or Augmented

    Dickey-Fuller, ADF (Dickey and Fuller 1979), Phillips-Perron, PP (Phillips 1987, Perron

    1988, Phillips and Perron 1988), and Ng-Perron, NP (Perron and Ng 1996, Ng and Perron

    2001) tests.

    After determining the integration level for all the variables involved, a cointegration test

    can be made to test the existence of cointegration between LGDPand LMby using the

    Engle-Granger (Engle and Granger, 1987) and Johansen (Johansen 1988; Johansen and

    Juselius 1990) methods. In order to support the hypothesis that LGDP and LM are

    cointegrated, the cointegration vector must be at level 1.

    The causal relationship issue in this research is tested by using Error Correction Model

    (Engle and Granger, 1987), Toda-Yamamoto (Toda and Yamamoto, 1995) procedure, and

    Hsiao version of Granger causality test (Hsiao, 1981). Generally, in the case where ty and

    tx are stationary variablesI(0), equation (1) and (2) without the error correction term can

    be estimated using the least squares method in level form. However, ifytandxtare non-

    stationary variables,I(1) and do not cointegrated, the VAR model such as equation (1) and

    (2) without the error correction term in the first difference form can be used. Whereas

    equation (1) and (2) exactly can be used in the case where ty and tx are I(1) and

    cointegrated.

    0 1 2 3 1

    1 1

    n n

    t i t i j t j t t

    i j

    LY LY LX u

    = =

    = + + + +

    (1)

    0 1 2 3 1

    1 1

    m m

    t i t i j t j t t

    i j

    LX LY LX v

    = =

    = + + + + (2)

    where 1t is error correction term or cointegration obtained from cointegration tests.

    Granger causality test that has been modified or better known as augmented VAR is

    considered to be more competent and has a greater ability for features of cointegration

    process. This procedure was proposed and introduced by Toda and Yamamoto (1995) with

    the main objective to overcome problems relating to invalid asymptotic critical value

    when causality tests are conducted on non-stationary variable series. Zapata and Rambaldi

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    The Empirical Economics Letters, 10(3): (March 2011) 302

    Table 1: Unit Root Tests

    Level First DifferenceTest

    TypeVariable

    ConstantConstant &

    TrendConstant

    Constant &

    Trend

    LGDP -1.57(1) -4.28***(5) -4.99***(0) -5.19***(0)ADFLM -1.46(1) -2.28(1) -4.91***(0) -5.06***(0)

    LGDP -1.55[1] -2.22[1] -4.96***[2] -5.15***[2]PP

    LM -1.24[3] -1.81[1] -4.91***[1] -5.03***[2]

    MZ MZt MZ MZt MZ MZt MZ MZt

    LGDP0.19

    (3)

    0.10

    (3)

    -3.96

    (0)

    -1.37

    (0)

    -18.07***

    (0)

    -2.98***

    (0)

    -18.01**

    (0)

    -2.97**

    (0)NP

    LM0.75

    (1)

    0.56

    (1)

    -5.56

    (0)

    -1.54

    (0)

    -16.83***

    (0)

    -2.90***

    (0)

    -17.17*

    (0)

    -2.93**

    (0)

    Note: Figures in ( ) and [ ] indicate number of lag and bandwidth structures respectively. *, ** and*** indicate significance at 10%, 5% and 1% levels respectively.

    The results of the cointegration test based on the Engle-Granger approach are as follow:

    1 1 0.3851 0.2331

    t t te e e

    = + (5)

    (tau) (-2.6717) (1.3556)

    The critical value for the cointegration test based on Engle and Granger at 5% is -3.17 is

    shown in Table 2. Though the coefficient value for 1te that is 2 0.3851 0 < < , but not

    significant where the absolute tauvalue for coefficient 1te is less than the critical value

    that is 2.67 3.17< . This test concludes that both GDP and M variables are not

    cointegrated in the long run. This means there is no long-run equilibrium relationship

    between GDPandM.

    Table 2: Engle-Granger Test Critical Value

    0.01 @ 1% 0.05 @ 5% 0.10 @ 10%

    Without Lag -4.07 -3.37 -3.03

    With Lag -3.73 -3.17 -2.91

    Source: Enders (1995)

    Therefore, the analysis on the error correction model such as in equation (1) and equation

    (2) is not suitable to be used because a cointegration vector does not exist between GDP

    and M. On the other hand, equation (1) and equation (2) in first difference form are

    applied without error correction term to analyze the dynamic short-run relationship

    between GDPandM.

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    The Empirical Economics Letters, 10(3): (March 2011) 303

    The second bivariate cointegration test by using the Johansen approach is shown in Table

    3 of which showing similar result with Engle-Granger cointegration test. The results show

    that there is no long run cointegration relationship between the GDP and M. This

    empirical decision proposes that GDPand Mcould not be cointegrated in the long run.

    Both statistic tests which are Trace-eigen and Maximum-eigen statistic have producedsimilar results. This gives the conclusion that in the long run there is no tendency that

    GDPmoves together withMtowards equilibrium.

    Table 3: Johansen Bivariate Cointegration Test

    H0 H1 Test Statistic:

    Trace Statistic: trace r = 0 r > 0 11.0568

    r 1 r > 1 1.9521

    Max-Eigen Statistic: max r = 0 r = 1 9.104715r = 1 r = 2 1.952064

    The absence of a long-run cointegration relationship needs eqs. (1) and (2) without error

    correction term to be used to test the causality between GDPand M(see Table 4). The

    VAR lag length order selections based on AIC suggest that the optimum lag length is 3.

    Table 4: Standard VAR Granger Bivariate Causality Test

    Variable VAR(k) Wald Statistic

    LM LGDP 3 9.2570**

    Diagnostic Tests: Residual

    R2= 0.3319 AIC = -2.5885 JB = 1.9468

    White Statistic = 12.1010 Q(3) = 0.5566 LM(3) = 1.1201

    Sum of Squared Residual = 0.0991 Q2(3) = 0.9747 ARCH(3) = 0.8621

    Variable VAR(k) Wald Statistic

    LGDP LM 3 12.6986***

    Diagnostic Tests: Residual

    R2= 0.3489 AIC = -1.3340 JB = 0.9017

    White Statistic = 15.4492 Q(3) = 0.7579 LM(3) = 2.0515

    Sum of Squared Residual = 0.3474 Q2(3) = 2.4078 ARCH(3) = 2.6476

    Note: ***, ** and * denote significance at the 1%, 5% and 10% levels respectively.

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    The Empirical Economics Letters, 10(3): (March 2011) 304

    The results of standard VAR Granger causality test such as in Table 4 show that there is

    bidirectional causal relationship running from theMto the GDPas well as from the GDP

    to theM. Bivariate test for causality using the Toda-Yamamoto approach also confirmed

    that there is bidirectional causality between GDP and M (see Table 5).

    Table 5: Toda-Yamamoto Bivariate Causality Test

    Variable VAR(k) TY VAR(k+ dmax) MWald Statistic

    LM LGDP 3 4 8.3810**

    Diagnostic Tests: Residual

    R2= 0.9969 AIC = -2.4982 JB = 3.1967

    Sum of Squared Residual = 0.0964 Q(4) = 0.5226 LM(4) =1.2856

    White Statistic = 22.1009 Q2(4) = 3.0403 ARCH(4) = 3.5157

    Variable VAR(k) TY VAR(k+ dmax) MWald Statistic

    LGDP LM 3 4 11.2612**

    Diagnostic Tests: Residual

    R2= 0.9941 AIC = -1.2961 JB = 0.6113

    Sum of Squared Residual = 0.3208 Q(4) = 0.6644 LM(4) =2.8720

    White Statistic = 22.1009 Q2(4) = 3.5921 ARCH(4) = 17.3574

    Note: ***, ** and * denote significance at the 1%, 5% and 10% levels respectively.

    Table 6: Hsiao Version of Granger Bivariate Causality Test

    Dependent Variable F(m*) > or < F(m*, n*) Decision

    LGDP 0.003643

    (1)

    > 0.0000227

    (1)

    Import does Granger

    cause economic growth

    LM 0.011613

    (1)

    > 0.0000230

    (1)

    Economic growth does

    Granger cause import

    Note: Figures in parentheses are the optimum lags based on the minimum (lowest) FPE value.

    Based on the FPE statistics, Hsiao version of Granger causality test (see Table 6) also

    support the results which have been produced by the standard VAR Granger causality test

    and TY approach. As a conclusion, all the causality tests used suggest that there is bilateral

    causal relationship between GDP and M. In other words, the import indicator does

    Granger caused the economic growth indicator as well as the economic growth indicator

    does Granger caused the import indicator. The diagnostic tests have also confirmed that

    there is no problem with the residual series which is normal, no serial correlation, no

    ARCH effects and homokedasticity at the optimal lags selected based on the AIC (see

    Table 4 and Table 5).

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    The Empirical Economics Letters, 10(3): (March 2011) 305

    This leads to the conclusion that although there is no cointegration relationship between

    import and economic growth in the long run, but there is bidirectional causal relationship

    between import and the economic growth especially in the short run. In this case, import

    does affect economic growth. The empirical results also propose that, perhaps it is not

    only economic growth could directly contribute to import, but that import could also

    indirectly contribute to economic growth.

    5. Conclusion

    We perceive that by improving the institutions or the way of how economy operates, we

    might be able to change our economic outcomes for the better. When institutions are

    weak, even places with abundant natural resources or other inputs will not promise a

    sustainable economic growth. To achieve a sustainable economic growth, good

    governance and well managed economic resources are crucial. The findings of this study

    show that in the case of Malaysia, import has a paramount important role in spurring the

    growth of the economy especially in the short run. More emphasis should be accorded on

    this determining factor especially in the drafting of the long term economic growth

    policies of the country.

    To conclude, the major implication from the findings of this study is that, in Malaysia

    during the observed period, economic growth is significantly influenced by import, as well

    as import is significantly influenced by economic growth. These findings may be vital for

    future economic growth policy. The policy adjustments to promote economic growth

    should be based on the evidence of what has, and what has not, worked for other countries.

    In this concern, we might also have to answer the questions that whether of how we can

    replicate this in Malaysia. Can we uncover the best policies to promote economic growth?

    Evidence presented in this study is clear that economic growth is significantly influenced

    by import. Nevertheless, import does not reduce economic growth. Specialization and

    technological transfer can directly promote economic growth, and thus improve the

    standards of living in the country. However, the benefits of specialization andtechnological progress might not accrue equally to everyone, and perhaps might worsen

    the economic situation of some people. Should we, then, ignore or disparage import?

    These questions certainly need to be further investigated and this provides avenue for

    future researches.

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