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Supplying Electricity Plan of Multiobjective Average Conditional Value-at-Risk Model

机译:多目标平均条件风险模型的供电计划

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Researchers and financial institutions have developed and implemented a variety of sophisticated risk models for market risk in trading portfolios. As a tool in optimization modeling, conditional value-at-risk (CVaR) has superior properties in many respects. It maintains consistency with VaR by yielding the same results in the limited settings where VaR computations are tractable, i.e., for normal distributions. Because many practical risk problems are multiobjective in loan portfolios of bank, supply electricity plan of Electricity Board and so on, it is important question to develop multiobjective risk model. This paper proposes a general multiobjective average conditional value-at-risk model with multiple losses and period. We introduce the concept of average α-CVaR for the case of multiple losses with random variable under the multiple confidence level vector αat period. The average a-CVaR indicates the conditional expected losses corresponding to the α-VaR. The problem of solving the minimal α-CVaR results in a nonlinear optimal problem, which another optimal problem based on weight is shown that its optimal solutions is the solutions. Finally, we build multiobjective average CVaR model to find out the robust period and portfolios for supplying electricity plan. The numerical results means that supplying electricity plan may be regulated with price and quantity to evade loss of risk.
机译:研究人员和金融机构针对交易组合中的市场风险开发并实施了各种复杂的风险模型。作为优化建模的工具,条件风险值(CVaR)在许多方面都具有优越的性能。它通过在VaR计算容易处理的有限设置中(即对于正态分布)产生相同的结果来保持与VaR的一致性。由于银行贷款组合,电力委员会的供电计划等许多实际风险问题都是多目标的,因此开发多目标风险模型是一个重要的问题。本文提出了一个具有多个损失和周期的多目标平均条件险价值模型。在多重置信度水平向量α周期下,我们引入具有随机变量的多重损失的情况下的平均α-CVaR的概念。平均a-CVaR表示与α-VaR相对应的条件性预期损失。求解最小α-CVaR的问题导致了非线性最优问题,该问题是基于权重的另一个最优问题,它的最优解就是解。最后,我们建立了多目标平均CVaR模型,以找出供电计划的稳健期和投资组合。数值结果表明,可以用价格和数量来调节供电计划,以规避风险损失。

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