1993Journal of Regional ScienceRequires access

COINTEGRATION BETWEEN U.S. WHEAT MARKETS

David A. Bessler, Stephen Fuller

Open publisher page 29 citations

Abstract

ABSTRACT. Average monthly price data from twelve hinterland markets and the Houston port price for wheat are studied in a cointegration framework using the Engle‐Granger “two‐step” procedure and Johansen's maximum likelihood procedure. Out‐of‐sample forecasts from an error correction model are compared to those from a vector autoregression fit to levels and a univariate autoregression fit to first differences. This comparison suggests that modeling these (cointegrated) data as a levels vector autoregression, rather than as an error‐correction process, results in significantly higher error bias, but lower error variance, at long horizons.

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ABSTRACT. Average monthly price data from twelve hinterland markets and the Houston port price for wheat are studied in a cointegration framework using the Engle‐Granger “two‐step” procedure and Johansen's maximum likelihood procedure. Out‐of‐sample forecasts from an error correction model are compared to those from a vector autoregression fit to levels and a univariate autoregression fit to first differences. This comparison suggests that modeling these (cointegrated) data as a levels vector autoregression, rather than as an error‐correction process, results in significantly higher error bias, but lower error variance, at long horizons.

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Available abstract

ABSTRACT. Average monthly price data from twelve hinterland markets and the Houston port price for wheat are studied in a cointegration framework using the Engle‐Granger “two‐step” procedure and Johansen's maximum likelihood procedure. Out‐of‐sample forecasts from an error correction model are compared to those from a vector autoregression fit to levels and a univariate autoregression fit to first differences. This comparison suggests that modeling these (cointegrated) data as a levels vector autoregression, rather than as an error‐correction process, results in significantly higher error bias, but lower error variance, at long horizons.

Key concepts: Cointegration, Vector autoregression, Univariate, Econometrics, Error correction model, Autoregressive model, Economics, Variance decomposition of forecast errors

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