19.01.2015 Views

Indian Seafood Exports: Issues of Instability, Commodity ...

Indian Seafood Exports: Issues of Instability, Commodity ...

Indian Seafood Exports: Issues of Instability, Commodity ...

SHOW MORE
SHOW LESS

You also want an ePaper? Increase the reach of your titles

YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.

INDIAN SEAFOOD EXPORTS ISSllES OF INS1AHII.II Y. ('OMMODITY CONCFNTHATION 213<br />

Aliisfex =~,,+fi,fblcc,., t ~ ,f Alngc,, + fi,f~lliif~d~,,, +p,fAli!nfgdp,,<br />

to, i~ltish~r,, +BECM(-I)+ c,<br />

. . , (7)<br />

Whcre A is the difference operator. ECM(-I) is error-correction term lagged by one<br />

period In the cotntegrating regression, for integrating short term dynamics tn the<br />

long-run seafood export functton, This functlon allows to estimate short-run<br />

relationships betwccn <strong>Instability</strong> index <strong>of</strong> <strong>Indian</strong> seafood exports and its<br />

determinants, e,, the error term follows normal ltidependent and identically<br />

distributed (i.i.d) properties. The coefficient 6 measures the response <strong>of</strong> instability<br />

Index <strong>of</strong> seafood expons In each prriod from the long-ru11 equiltbrium with the<br />

co~ntegration equation normaliscd on ~yfex. The coefficient 6 represents the<br />

propartton <strong>of</strong> the d~sequllihrium in iisfex in one period corrected in the next period 6.<br />

is ehpected to have a negative sign and be statistically significant.<br />

The modelling strategy adopted to estimate VECM involvcs three steps<br />

Step I Tesrjor Srarronorrh<br />

Before conducting cointegration tests, it is necessary to establi5h the univariate<br />

time series properties <strong>of</strong> the variables lo confirm all the variables are non-stationary<br />

and integrated <strong>of</strong> the same order. This is performed by unit-root test, viz., Augmented<br />

Dickey-Fuller (ADF) test. This test fitids out the order <strong>of</strong> integration, which is the<br />

minimal number <strong>of</strong>times a series has to be differenced until 11 becomes stationary.<br />

Step 2: Derermrnal~on <strong>of</strong> Oprimum Lag Lengrh<br />

The cointcgration test is based on vector auto regression and is sensitivc to the<br />

number <strong>of</strong> lags included in the model, therefore first we should determine the optimal<br />

number <strong>of</strong> lags used in the cointegration test One way to determine the number <strong>of</strong><br />

lags is to select the model with minimum information criterion which are based 011<br />

log-likelihood and penalise the inclusion <strong>of</strong> additional regressors (Greene, 1993). The<br />

study utilises Akaike ~nformation criterion (AIC) to choose the optimum lag length<br />

Step:3 Coinregrarion Tesr and VECM<br />

The purpose <strong>of</strong> cointegration test is to determine whether a group <strong>of</strong> nonstationary<br />

series is cointegrated or not. The presence <strong>of</strong> cointegration enables to<br />

form a vector error correction mechanism to analyse both the short and long-run<br />

nlationship among cointegrated series.

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!