A PANIC Attack on Unit Roots and Cointegration

Атака PANIC на единичные корни и коинтеграцию
Jushan Bai, Serena Ng
2004-05-26

PANICcointegrationfactor structurelarge-dimensional panelsunit roots
This paper develops a new methodology that makes use of the factor structure of large dimensional panels to understand the nature of nonstationarity in the data. We refer to it as PANIC-Panel Analysis of Nonstationarity in Idiosyncratic and Common components. PANIC can detect whether the nonstationarity in a series is pervasive, or variable-specific, or both. It can determine the number of independent stochastic trends driving the common factors. PANIC also permits valid pooling of individual statistics and thus panel tests can be constructed. A distinctive feature of PANIC is that it tests the unobserved components of the data instead of the observed series. The key to PANIC is consistent estimation of the space spanned by the unobserved common factors and the idiosyncratic errors without knowing a priori whether these are stationary or integrated processes. We provide a rigorous theory for estimation and inference and show that the tests have good finite sample properties. Copyright The Econometric Society 2004.
1
Introduces PANIC, a factor-based methodology for analyzing unit roots and cointegration in large-dimensional panels.
2
PANIC distinguishes pervasive nonstationarity in common factors from variable-specific nonstationarity in idiosyncratic components, including cases where both occur.
3
PANIC enables valid pooling of individual test statistics, allowing construction of panel unit-root and cointegration tests.
4
The framework consistently estimates the spaces spanned by unobserved common factors and idiosyncratic errors without assuming beforehand whether they are stationary or integrated; its tests have good finite-sample properties.
5
The method determines the number of independent stochastic trends driving the unobserved common factors.

large-dimensional panels and their unobserved common-factor and idiosyncratic components

the nature, pervasiveness, and number of stochastic trends underlying nonstationarity and cointegration

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2004-05-26
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Jushan Bai
Serena Ng
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