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Asymmetric stochastic Volatility models and Multicriteria Decision Methods in Finance

机译:金融中的非对称随机波动率模型和多准则决策方法

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In order to make a decision in any given context, it is necessary to have as much infor- mation as possible. For this reason, the objective of this paper is to choose a method, the most objectively possible, to establish an order of preferences between different stock index returns using all available statistical and econometrical information. The TGARCH(1,1) and TA-ARSV(1) are models estimated to obtain the econometrical information. This information is evaluated using discrete multicriteria decision methods such as PROMETHEE Methods, with the aim of obtaining a ranking of preferences be- tween the different Stock Market Indexes in several scenarios. The different scenarios proposed show that the results obtained in the complete ranking of the different fi- nancial returns are robust.
机译:为了在任何给定的环境中做出决定,必须拥有尽可能多的信息。因此,本文的目的是选择一种最客观可能的方法,以便使用所有可用的统计和计量经济学信息在不同的股票指数收益之间建立优先顺序。 TGARCH(1,1)和TA-ARSV(1)是估算以获得计量经济学信息的模型。使用离散的多准则决策方法(例如PROMETHEE方法)对这些信息进行评估,目的是在几种情况下获得不同股市指数之间的偏好排名。提出的不同方案表明,在不同财务收益的完整排名中获得的结果是可靠的。

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