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Fitting semiparametric Markov regime-switching models to electricity spot prices

机译:将半参数马尔可夫政权转换模型拟合到电力现货价格

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摘要

Recently regime-switching models have become the standard tool for modeling electricity prices. These models capture the main properties of electricity spot prices well but estimation of the model parameters requires computer intensive methods. Moreover, the distribution of the price spikes must be fully specified although the high volatility of the spikes makes it difficult to check such distributional assumptions. Consequently, there are a number of competing proposals for the distribution in the spike regime. As an alternative, we propose a semiparametric Markov regime-switching model that leaves the distribution under the spike regime unspecified. We show that the model parameters can be estimated by employing robust statistical techniques. This presents an alternative to the existing estimation methods that are based on computer intensive numerical maximization of the likelihood function. The model in combination with the estimation framework is easier to estimate, needs less computation time and distributional assumptions. To show its advantages we compare the proposed model with a well-established Markov regime-switching model in a simulation study. Furthermore, we apply the model to log-prices for the Australian electricity market The results are in accordance with the results from the simulation study, indicating that the proposed model might be advantageous whenever the distribution of the spike process is not sufficiently known. The results are thus encouraging and suggest the use of our approach when modeling electricity prices and pricing derivatives.
机译:最近,政权转换模型已经成为用于模拟电价的标准工具。这些模型很好地反映了电价的主要属性,但是模型参数的估计需要计算机密集型方法。而且,尽管价格峰值的高波动性使得很难检查这种分配假设,但必须充分指定价格峰值的分布。因此,对于尖峰时期的分配有许多竞争性的提议。作为替代方案,我们提出了一个半参数马尔可夫政权切换模型,该模型未指定尖峰政权下的分布。我们表明可以通过采用可靠的统计技术来估计模型参数。这提供了对基于估计函数的计算机密集型数值最大化的现有估计方法的替代方法。该模型与估计框架相结合,更易于估计,需要更少的计算时间和分布假设。为了显示其优势,我们在仿真研究中将提出的模型与公认的马尔可夫政权转换模型进行了比较。此外,我们将该模型应用于澳大利亚电力市场的对数价格。结果与模拟研究的结果一致,表明只要不充分了解峰值过程的分布,建议的模型就可能是有利的。因此,结果令人鼓舞,并建议在对电价和衍生工具定价时使用我们的方法。

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