Asymptotic theory for cointegration analysis when the cointegration rank is deficient

Asymptotic theory for cointegration analysis when the cointegration rank is deficient

We consider cointegration tests in the situation where the cointegration rank is deficient. This situation is of interest in finite sample analysis and in relation to recent work on identification robust cointegration inference. We derive asymptotic theory for tests for cointegration rank and for hy...

Полное описание

Библиографические подробности
Главные авторы: Bernstein, D, Nielsen, B
Формат: Journal article
Язык:English
Опубликовано: MDPI 2019
Описание
Итог:We consider cointegration tests in the situation where the cointegration rank is deficient. This situation is of interest in finite sample analysis and in relation to recent work on identification robust cointegration inference. We derive asymptotic theory for tests for cointegration rank and for hypotheses on the cointegrating vectors. The limiting distributions are tabulated. An application to US treasury yields series is given.

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