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THE JOURNAL OF ECONOMIC SCIENCES: THEORY AND PRACTICE, V.71, # 2, 2014, pp. 66-80



               Briefly,the estimated parameters of the model are not stable in case of being the policy changes

               [6]. Box-Jenkins (BJ) methodology is known as ARIMA methodology. These models aren`t been


               set on the single equation models or simultaneous equation models. Such models are based on

               the stochastic features of times series.ARIMA is more suitable model. So, these kind of models


               enable to introduce the more reliable prediction [7].

                       VAR  methodology  resembles  simultaneous-equation  modeling  wherein  we  consider


                several endogenous variables together. Whereas each endogenous variable is explained by its

                lagged, or past, values and the lagged values of all other endogenous variables in the model. So,


                as usual there are no exogenous variables in the model [5,p. 837].

                      In generally we can write the autoregression processes as follows:


                                                                                                        (1)


                      Here,                           .  But,       zero  mean  and  constant  variance


               uncorrelated random error term(white noise).                  .


                            is  consumer price index at  time  . This  is  also called   -th  order  autoregression


               processs and noted as        .



                          process is not the only process generated by  . In general form           processes

               can be shown as follows.


                                                                                                       (2)


                Here,       constant.      white noise stochastic error term.               .



                    ARIMA  models  include    avtoregressive  and    moving  average  terms.  Therefore  such

                models are called the ARIMA models. Stationarity problem may change depending on times





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