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Robust Cournot Strategies in Electricity Markets using Possibilistic Optimization

机译:使用可能性优化的电力市场中稳健的古诺策略

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摘要

Cournot equilibrium is one of the theoretical approaches more used to model market behavior in electricity industry. However, it is highly influenced by the residual demand curves of the market agents, which are usually difficult to estimate precisely, being necessary to consider uncertainty for a correct modeling. Traditionally, Probability Theory has been the standard mathematical tool for uncertainty modeling. However, several of its well known drawbacks, reminded in this paper, suggest the convenience of using other mathematical tools, such as Possibility Theory, that can model, not only uncertainty, but also imprecision and vagueness. In this paper, a possibilistic Cournot Equilibrium is formulated 'by means of a possibilistic optimization problem, when the residual demand uncertainty is modeled with possibility distributions. Additionally two dual and complementary approaches are applied to compute a robust crisp solution using crisp optimization and some interesting results for a real-size electricity system show the robustness of the proposed methodologies when different risk attitudes for the agents are considered.
机译:古诺均衡是在电力行业中用于市场行为建模的理论方法之一。但是,它受市场代理商的剩余需求曲线的影响很大,通常难以精确估计,这是考虑正确建模的不确定性所必需的。传统上,概率论一直是不确定性建模的标准数学工具。但是,本文提醒了它的几个众所周知的缺点,这暗示了使用其他数学工具(例如可能性理论)的便利性,该工具不仅可以对不确定性进行建模,而且还可以对不精确性和模糊性进行建模。在本文中,当通过可能性分布对剩余需求不确定性进行建模时,通过可能优化问题来制定可能的古诺均衡。此外,还使用两种双重和互补方法来使用明晰优化来计算鲁棒的脆解,对于实际规模的电力系统,一些有趣的结果表明,当考虑到代理商的不同风险态度时,所提出方法的鲁棒性。

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