2020
DOI: 10.1007/s00362-020-01180-6
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Changepoint in dependent and non-stationary panels

Abstract: Detection procedures for a change in means of panel data are proposed. Unlike classical inference tools used for the changepoint analysis in the panel data framework, we allow for mutually dependent and generally non-stationary panels with an extremely short follow-up period. Two competitive self-normalized test statistics are employed and their asymptotic properties are derived for a large number of available panels. The bootstrap extensions are introduced in order to handle such a universal setup. The novel … Show more

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Cited by 19 publications
(14 citation statements)
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“…3), assuming that the volatilities are approximately constant before and after the possible change for every strike. The ratio-type changepoint test statistics proposed in [14] as well as the bootstrap self-normalized changepoint test statistics form [15] both suggest Fig. 3 The estimated panels of the implied volatilities: for each time point t ∈ {1, .…”
Section: Application: Implied Volatility With Constant Maturitymentioning
confidence: 98%
“…3), assuming that the volatilities are approximately constant before and after the possible change for every strike. The ratio-type changepoint test statistics proposed in [14] as well as the bootstrap self-normalized changepoint test statistics form [15] both suggest Fig. 3 The estimated panels of the implied volatilities: for each time point t ∈ {1, .…”
Section: Application: Implied Volatility With Constant Maturitymentioning
confidence: 98%
“…The economic shocks and political changes can cause structural changes in financial data. The exact time of change is normally unknown but different methods can be used to identify that change period [53,54]. The identifying process of unexpected shock or any change due to the distribution or structural change is called change point detection.…”
Section: Stability Diagnosticsmentioning
confidence: 99%
“…The identifying process of unexpected shock or any change due to the distribution or structural change is called change point detection. The change point refers to a specific time in which the behavior of an observation changes [54]. Short-term and smooth changes are considered to be normal.…”
Section: Stability Diagnosticsmentioning
confidence: 99%
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“…The concept of multivariate normality was overcome in recent applications of statistical multivariate modeling techniques. A copula approach or notion of weak dependence can be utilized instead (Gijbels et al 2017;Maciak et al 2020;Pešta and Wendler 2020).…”
mentioning
confidence: 99%