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关注:1 2013-05-23 12:21

求翻译:3) 针对固定周期和可变周期两种模式、等饱和度和延误最小两种优化目标,基于Q学习理论对单路口进行绿灯时间优化研究,建立了四种离线Q学习优化模型。通过VBA及Matlab编程实现算例,对四种离线Q学习优化模型的解的结构、最优解的分布进行分析,探讨离线Q学习优化模型在交叉口信号控制的适用性,最后将最优解在线应用到VISSIM实时交通控制中,并与经典Webster算法进行对比。是什么意思?

待解决 悬赏分:1 - 离问题结束还有
3) 针对固定周期和可变周期两种模式、等饱和度和延误最小两种优化目标,基于Q学习理论对单路口进行绿灯时间优化研究,建立了四种离线Q学习优化模型。通过VBA及Matlab编程实现算例,对四种离线Q学习优化模型的解的结构、最优解的分布进行分析,探讨离线Q学习优化模型在交叉口信号控制的适用性,最后将最优解在线应用到VISSIM实时交通控制中,并与经典Webster算法进行对比。
问题补充:

  • 匿名
2013-05-23 12:21:38
3) for a fixed period and variable cycle two mode saturation and delay minimum two optimization goals, the green time optimization of a single intersection q learning theory, four offline q learning optimization model. Vba and matlab programming examples to learn to optimize the structure of the sol
  • 匿名
2013-05-23 12:23:18
3) * fixed cycle and a variable cycle two modes, such as saturation and delays the minimum two optimization goals, Q learning theory based on the single intersection for green time optimization study, 4 of the off-line study Q optimization model. And by VBA Matlab programming examples, 4 of the off-
  • 匿名
2013-05-23 12:24:58
  • 匿名
2013-05-23 12:26:38
3) for fixed and variable cycle period two modes, such as saturation and delay optimization of minimum two goal, based on Q-learning theory to optimization of green time single intersection, has established four offline optimization model of Q-learning. By VBA and Matlab programming example, on four
  • 匿名
2013-05-23 12:28:18
 
 
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