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A stochastic process approach in setting the appropriate margin level for the TAIFEX stock index futures

机译:为TAIFEX股票指数期货设定适当保证金水平的随机过程方法

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Purpose - The main purpose of this paper is to compute the appropriate margin level for the stock index futures traded on the Taiwan Futures Exchange (TAIFEX) and, then, to examine the appropriateness of the real margin requirement set by the TAIFEX. Design/methodology/approach - This paper develops a new approach assuming the future's prices follow a geometric Brownian motion process. Compared with the extreme value theory that has been intensively used to determine the appropriate futures margin levels, one of the advantages of the present model is no need to specify the frequency at which extremes are taken. Findings - The evidences indicate that the theoretical margins obtained by the proposed model can provide a more accurate and flexible margin level in accordance with the market volatility. Research limitations/implications - The main limitation of this approach is that the natural logarithm of the futures prices is assumed to follow a Brownian motion process. However, such an assumption might not be practical for financial returns. Practical implications - The research is helpful for the clearinghouse to set up its margins policy, especially under various conditions of volatility risks. Originality/value - This paper proposes a theoretical procedure to set an appropriate futures margin for the TAIFEX. This paper also provides a better understanding of Taiwan's futures market that is newly launched and is useful for investors to hedge and speculate.
机译:目的-本文的主要目的是为在台湾期货交易所(TAIFEX)交易的股指期货计算合适的保证金水平,然后研究TAIFEX设定的实际保证金要求的适当性。设计/方法/方法-本文假设未来的价格遵循几何布朗运动过程,从而开发出一种新方法。与已经广泛用于确定适当的期货保证金水平的极值理论相比,本模型的优点之一是无需指定采用极值的频率。调查结果-证据表明,根据市场波动性,所提模型所获得的理论利润率可以提供更准确,更灵活的利润率水平。研究局限性/意义-这种方法的主要局限性在于,假定期货价格的自然对数遵循布朗运动过程。但是,这种假设对于财务回报可能不切实际。实际意义-该研究对票据交换所建立保证金政策很有帮助,尤其是在各种波动风险条件下。原创性/价值-本文提出了为TAIFEX设置适当的期货保证金的理论程序。本文还提供了对新推出的台湾期货市场的更好理解,对投资者进行套期保值和投机很有用。

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