Contributions To Static And Time Varying Copula Based Modeling Of Multivariate Association

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Contributions to Static and Time-varying Copula-based Modeling of Multivariate Association

Contributions to Static and Time-varying Copula-based Modeling of Multivariate Association
Author :
Publisher : BoD – Books on Demand
Total Pages : 178
Release :
ISBN-10 : 9783844101201
ISBN-13 : 3844101209
Rating : 4/5 (209 Downloads)

Book Synopsis Contributions to Static and Time-varying Copula-based Modeling of Multivariate Association by : Martin Ruppert

Download or read book Contributions to Static and Time-varying Copula-based Modeling of Multivariate Association written by Martin Ruppert and published by BoD – Books on Demand. This book was released on 2012 with total page 178 pages. Available in PDF, EPUB and Kindle. Book excerpt: Putting a particular emphasis on nonparametric methods that rely on modern empirical process techniques, the author contributes to the theory of static and time-varying stochastic models for multivariate association based on the concept of copulas. These functions enable a profound understanding of multivariate association, which is pivotal for judging whether a large set of risky assets entails diversification effects or aggravates risk from an entrepreneurial point of view. Since serial dependence is a stylized fact of financial time series, an asymptotic theory for estimating the structure of association in this context is developed under weak assumptions. A new measure of multivariate association, based on a notion of distance to stochastic independence, is introduced. Asymptotic results as well as hypothesis tests are established which are directly applicable to important types of multivariate financial time series. To ensure that risk management properly captures the current structure of association, it is crucial to assess the constancy of the structure. Therefore, nonparametric tests for a constant copula with either a specified or unspecified change point (candidate) are derived. The thesis concludes with a study of characterizations of association between non-continuous random variables.


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