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A game-theoretic model for generation expansion planning: Problem formulation and numerical comparisons

机译:用于发电扩展规划的博弈论模型:问题公式和数值比较

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摘要

This paper presents an application of noncooperative game theory to generation expansion planning (GEP) in a competitive electricity industry. We apply the Cournot model of oligopoly behavior to formulate a GEP model that may characterize expansion planning in a competitive regime, particularly in pool-dominated generation supply industries. Numerical experiments are conducted on a test system to analyze generation investment and market participation decisions of candidate expansion units that vary in costs and forced outage rates. The numerical results point to: 1) greater industry expansion and system reliability, under Cournot competition than under centralized expansion planning; and 2) higher probabilistic measures of reliability from multi-player expansion than from expansion by a traditional monopolist with an equivalent reserve margin requirement. Furthermore, we summarize analytical results involving a simplified version of the GEP game.
机译:本文介绍了非合作博弈理论在竞争性电力行业的发电扩展计划(GEP)中的应用。我们应用寡头行为的古诺模型来制定GEP模型,该模型可以表征竞争性制度下的扩张计划,特别是在以泳池为主导的发电供应行业。在测试系统上进行了数值实验,以分析成本和强制中断率不同的候选扩展单元的发电投资和市场参与决策。数值结果表明:1)在古诺竞争下,行业扩张和系统可靠性要高于集中扩张计划。 2)多玩家扩张带来的可靠性概率度量要比具有相等储备余量要求的传统垄断者扩张获得的概率更高。此外,我们总结了涉及GEP游戏简化版本的分析结果。

著录项

  • 作者

    Wu F; Chuang AS; Varaiya P;

  • 作者单位
  • 年度 2001
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  • 原文格式 PDF
  • 正文语种 eng
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