协整向量自回归模型中结构断点的识别

Identifying Structural Breaks in Cointegrated Vector Autoregressive Models*

Oxford Bulletin of Economics and Statistics · 2010
被引 16
人大 AABS 3

中文导读

提出一种协整VAR模型的替代形式,使确定性项系数具有直观解释,可识别截距和增长率的各类结构断点,并在GRaM软件中实现估计。

Abstract

This article suggests an alternative formulation of the cointegrated vector autoregressive (VAR) model such that the coefficients for the deterministic terms have straightforward interpretations. These coefficients can be interpreted as growth rates and cointegration mean level coefficients and express long-run properties of the model. For example, the growth rate coefficients tell us how much to expect (unconditionally) the variables in the system to grow from one period to the next, representing the underlying (steady state) growth in the variables. The estimation of the proposed formulation is made operationally in GRaM, which is a program for Ox Professional. GRaM can be used for analysing structural breaks when the deterministic terms include shift dummies and broken trends. By applying a formulation with interpretable deterministic components, different types of structural breaks can be identified. Shifts in both intercepts and growth rates, or combinations of these, can be tested for. The ability to distinguish between different types of structural breaks makes the procedure superior compared with alternative procedures. Furthermore, the procedure utilizes the information more efficiently than alternative procedures. Finally, interpretable coefficients of different types of structural breaks can be identified.

协整VAR模型结构断点确定性成分增长速率