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A case study of MCB and SBMH stock transaction using a novel BINMA(1) with non-stationary NB correlated innovations

机译:使用新型Binma(1)的MCB和SBMH股票交易与非静止NB相关创新的案例研究

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This paper focuses on the modeling of the intra-day transactions at the Stock Exchange Mauritius (SEM) of the two major banking companies: Mauritius Commercial Bank Group Limited (MCB) and State Bank of Mauritius Holdings Ltd (SBMH) in Mauritius using a flexible non-stationary bivariate integer-valued moving average of order 1 (BINMA(1)) process with negative binomial (NB) innovations that may cater for different levels of over-dispersion. The generalized quasi-likelihood (GQL) approach is used to estimate the regression, dependence and over-dispersion effects. However, for the over-dispersion parameters, the auto-covariance structure in the GQL is constructed using some higher order moments. This new model is tested over some Monte-Carlo experiments and is applied to analyze the inter-related intra-day series of volume of stocks for the two banking institutions using data collected from 3 August to 16 October 2015 in the presence of some time-varying covariates such as the news effect, Friday effect and time of the day effect.
机译:本文重点介绍了两大银行公司的证券交易所毛里求斯(SEM)的日内交易的建模:毛里求斯商业银行集团有限公司(MCB)和毛里求斯议员(SBMH)在毛里求斯使用灵活性非静止双变量整数值的阶数1(Binma(1))过程,具有负二项式(NB)的创新,可以迎合不同水平的过度分散。广义准似然(GQL)方法用于估计回归,依赖性和过度分散效果。然而,对于过度分散参数,GQL中的自协方差结构使用一些更高的阶段构建。这种新模型经过一些Monte-Carlo实验测试,应用于使用从2015年8月3日至10月16日在某些时间内收集的数据来分析与2015年10月16日收集的数据的与之与2015年10月16日的数据相互相关的一系列股票。改变协调因子,如新闻效果,周五效应和日期效果的时间。

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