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首页> 外文期刊>Journal of Financial Econometrics >Hidden Markov and Semi-Markov Models with Multivariate Leptokurtic-Normal Components for Robust Modeling of Daily Returns Series
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Hidden Markov and Semi-Markov Models with Multivariate Leptokurtic-Normal Components for Robust Modeling of Daily Returns Series

机译:具有多元Leptokurtic-正态分量的隐马尔可夫和半马尔可夫模型,用于日收益序列的稳健建模

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摘要

We introduce multivariate models for the analysis of stock market returns. Our models are developed under hidden Markov and semi-Markov settings to describe the temporal evolution of returns, whereas the marginal distribution of returns is described by a mixture of multivariate leptokurtic-normal (LN) distributions. Compared to the normal distribution, the LN has an additional parameter governing excess kurtosis and this allows us a better fit to both the distributional and dynamic properties of daily returns. We outline an expectation maximization algorithm for maximum likelihood estimation which exploits recursions developed within the hidden semi-Markov literature. As an illustration, we provide an example based on the analysis of a bivariate time series of stock market returns.
机译:我们引入多元模型来分析股票市场收益。我们的模型是在隐马尔可夫和半马尔可夫设置下开发的,用于描述收益的时间演变,而收益的边际分布则由多元变态正态(LN)分布描述。与正态分布相比,LN具有一个额外的参数来控制超峰度,这使我们更适合日收益率的分布和动态属性。我们概述了最大似然估计的期望最大化算法,该算法利用了隐藏的半马尔可夫文献中开发的递归。作为说明,我们提供了一个基于股票市场收益的双变量时间序列分析的示例。

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