Statistical inference in multifractal random walk models for financial time series
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The dynamics of financial returns varies with the return period, from high-frequency data to daily, quarterly or annual data. Multifractal Random Walk models can capture the statistical relation between returns and return periods, thus facilitating a more accurate representation of real price changes. This book provides a generalized method of moments estimation technique for the model parameters with enhanced performance in finite samples, and a novel testing procedure for multifractality. The resource-efficient computer-based manipulation of large datasets is a typical challenge in finance. In this connection, this book also proposes a new algorithm for the computation of heteroscedasticity and autocorrelation consistent (HAC) covariance matrix estimators that can cope with large datasets.
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Statistical inference in multifractal random walk models for financial time series, Cristina Sattarhoff
- Sprache
- Erscheinungsdatum
- 2011
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- Titel
- Statistical inference in multifractal random walk models for financial time series
- Sprache
- Englisch
- Autor*innen
- Cristina Sattarhoff
- Verlag
- Lang
- Erscheinungsdatum
- 2011
- ISBN10
- 3631606737
- ISBN13
- 9783631606735
- Reihe
- Volkswirtschaftliche Analysen
- Kategorie
- Skripten & Universitätslehrbücher
- Beschreibung
- The dynamics of financial returns varies with the return period, from high-frequency data to daily, quarterly or annual data. Multifractal Random Walk models can capture the statistical relation between returns and return periods, thus facilitating a more accurate representation of real price changes. This book provides a generalized method of moments estimation technique for the model parameters with enhanced performance in finite samples, and a novel testing procedure for multifractality. The resource-efficient computer-based manipulation of large datasets is a typical challenge in finance. In this connection, this book also proposes a new algorithm for the computation of heteroscedasticity and autocorrelation consistent (HAC) covariance matrix estimators that can cope with large datasets.