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首页> 外文期刊>The Open Cybernetics & Systemics Journal >Estimating Value-at-Risk in Electricity Market Based on Grey ExtremeValue Theory
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Estimating Value-at-Risk in Electricity Market Based on Grey ExtremeValue Theory

机译:基于灰色极值理论的电力市场风险评估

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摘要

How to effectively evaluate price of volatility risk is the basis of risk management in electricity market.Electricity price connotes a grey system, due to uncertainty and incomplete information for partial external or innerparameters. A two-stage model for estimating value-at-risk based on grey system and extreme value theory is proposed.Firstly, in order to capture the dependencies, seasonalities and volatility-clustering, a GM(1,2) model is used to filterelectricity price series. In this way, an approximately independently and identically distributed residual series with betterstatistical properties is acquired. Then extreme value theory is adopted to explicitly model the tails of the residuals ofGM(1,2) model, and accurate estimates of electricity market value-at-risk can be produced. The empirical analysis basedon the historical data of the PJM electricity market shows that the proposed model can be rapidly reflect the most recentand relevant changes of electricity prices and can produce accurate forecasts of value-at-risk at all confidence levels, andthe computational cost is far less than the existing two-stage value-at-risk estimating models, further improving the abilityof risk management for electricity market participants.
机译:如何有效地评估波动风险价格是电力市场风险管理的基础。由于部分外部或内部参数的不确定性和不完全信息,电力价格意味着灰色系统。提出了一种基于灰色系统和极值理论的两阶段风险价值估计模型。首先,为了捕获相关性,季节性和波动性聚类,使用GM(1,2)模型对电力进行滤波价格系列。以这种方式,获得具有更好统计特性的近似独立且均匀分布的残差序列。然后采用极值理论对GM(1,2)模型残差的尾部进行显式建模,从而可以准确估计电力市场的风险价值。基于PJM电力市场历史数据的实证分析表明,该模型可以快速反映电价的最新和相关变化,并且可以在所有置信度水平上准确给出风险价值的预测,计算成本远小于现有的两阶段风险价值估算模型,从而进一步提高了电力市场参与者的风险管理能力。

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