Abstract

Inflation is a constant and consistent increase in the general price level in the country, due to which the purchasing power of a national currency unit decreases. In practice, the measures of inflation are various price indices, such as a consumer price index (CPI), producer price index (PPI), or gross domestic product deflator. However, inflation is usually defined as a change in the HCPI over a year. Time series models, linear regression models and a vector autoregression model (VAR) can be used to model and forecast inflation processes. This paper examines Lithuanian consumer price inflation using a modern stationary time series and econometric theory. The vector autoregression model is proposed for inflation modelling. Theoretical aspects of model estimation are reviewed: time series stationarity, model identification, parameter estimation, model usage and forecasts. The stationarity of the HCPI index and exogenous variables are analyzed using the Augmented Dickey–Fuller (ADF) test. A vector autoregression model of Lithuanian inflation processes is investigated and proposed for inflation modelling. The obtained model is used for forecasting purposes and shows a fairly high degree of accuracy of the inflation forecast in the coming 12-month period.

Highlights

  • This paper examines Lithuanian consumer price inflation using a modern stationary time series and econometric theory

  • The obtained model is used for forecasting purposes and shows a fairly high degree of accuracy of the inflation forecast in the coming 12-month period

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Summary

Ivadas

Šio darbo tikslas – apskaiciuoti infliacijos prognozes trumpu laikotarpiu, taikant vektorines autoregresijos (VAR) modeli. Šiuo atveju laiko eiluciu modeliai (VAR yra šiu modeliu dalis) galetu buti pranašesni nei strukturiniai ekonometriniai modeliai, kadangi pastarieji labiau tinka ekonomikos teorijos teiginiu analizei ir turi mažesne prognozavimo galia. Stekler [2] laiko eiluciu modelius pateikia kaip alternatyva dideliems strukturiniams modeliams. Toks pagrindinis apribojimas yra taip vadinamas išmetimo apribojimas, kuris teigia, kad iš modelio privalo buti išimtas tas kintamasis, kuris ekonomiškai nepaaiškina prognozuojamo rodiklio elgesio, nors jis modelyje yra statistiškai reikšmingas. Kad prognozuojant ekonominio rodiklio tendencijas, pagrindiniu tikslu reiketu laikyti prognozes tikslumo siekima (t.y. siekti gauti kuo mažesnes vidutines kvadratines prognozes paklaidas), o ne laikytis vien tik ekonomikos teorijos postulatu. Lütkepohl [6,7] ir daugelis kitu autoriu siulo skaiciuojant ekonominiu rodikliu prognozes taikyti VAR modelius, kadangi juose visi kintamieji yra endogeniniai ir tokiu budu nei vienas kintamasis negali buti išbrauktas aiškinant kitu kintamuju elgesi

Modelio aprašymas
Modelio ivertinimas
Apibendrinimas
SUMMARY
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