1997
DOI: 10.1016/s0165-1765(97)00066-9
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Consistency of the KPSS unit root test against fractionally integrated alternative

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Cited by 25 publications
(11 citation statements)
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“…The testing statistic M is then defined as M T = var(X) T S 2 , where X is the profile of the original series and the standard deviation S is defined in the same way as for the modified rescaled range test. Giraitis et al (2003) show that the rescaled variance test has better properties than the modified rescaled range which is further supported by Lee and Schmidt (1996) and Lee and Amsler (1997). Under the null hypothesis of no long-term memory, the statistic is distributed as…”
Section: Long-term Memorymentioning
confidence: 67%
“…The testing statistic M is then defined as M T = var(X) T S 2 , where X is the profile of the original series and the standard deviation S is defined in the same way as for the modified rescaled range test. Giraitis et al (2003) show that the rescaled variance test has better properties than the modified rescaled range which is further supported by Lee and Schmidt (1996) and Lee and Amsler (1997). Under the null hypothesis of no long-term memory, the statistic is distributed as…”
Section: Long-term Memorymentioning
confidence: 67%
“…Moreover, Lee and Schmidt (1996) show that KPSS tests are also consistent against the stationary fractional alternative. Lee and Amsler (1997) show that KPSS tests are able to consistently distinguish short memory from stationary long memory, and these processes from nonstationary long-memory and 8 The real exchange rate is defined as log of (C$/US$) * (PUS/PCAN) for Canada and (Yen/US$) * (PUS/PJAP) for Japan, where PUS is the export price index of the US, PCAN is the export price index of Canada, and PJAP is the export price index of Japan. unit root.…”
Section: The Data and The Unit Root Testsmentioning
confidence: 99%
“…Já Lee & Amsler (1997) mostraram que os testes de raiz unitária tradicionais seriam incapazes de distinguir um comportamento não-estacionário mas com reversão à média () de um não-estacionário (). 4 Hassler & Wolters (1994), Lee & Schmidt (1996) mostram inclusive que técnicas de integração fracionária poderiam ser bastante úteis para modelar desemprego.…”
Section: Introductionunclassified