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Bounded Memory, Inertia, Sampling and Weighting Model for Market Entry Games

机译:市场进入游戏的有限记忆,惯性,采样和加权模型

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This paper describes the “Bounded Memory, Inertia, Sampling and Weighting” (BI-SAW) model, which won the http://sites.google.com/site/gpredcomp/Market Entry Prediction Competition in 2010. The BI-SAW model refines the I-SAW Model (Erev et al. [1]) by adding the assumption of limited memory span. In particular, we assume when players draw a small sample to weight against the average payoff of all past experience, they can only recall 6 trials of past experience. On the other hand, we keep all other key features of the I-SAW model: (1) Reliance on a small sample of past experiences, (2) Strong inertia and recency effects, and (3) Surprise triggers change. We estimate this model using the first set of experimental results run by the competition organizers, and use it to predict results of a second set of similar experiments later ran by the organizers. We find significant improvement in out-of-sample predictability (against the I-SAW model) in terms of smaller mean normalized MSD, and such result is robust to resampling the predicted game set and reversing the role of the sets of experimental results. Our model's performance is the best among all the participants.
机译:本文介绍了“有界记忆,惯性,采样和加权”(BI-SAW)模型,该模型在2010年的http://sites.google.com/site/gpredcomp/市场准入预测竞赛中获胜。BI-SAW模型通过添加有限内存跨度的假设,改进了I-SAW模型(Erev等人[1])。特别地,我们假设当玩家抽取一个小样本来权衡所有过去经验的平均回报时,他们只能回忆起过去经验的6次试验。另一方面,我们保留了I-SAW模型的所有其他关键特征:(1)依赖于过去经验的一小部分;(2)强大的惯性和新近度效应;以及(3)惊喜触发变化。我们使用比赛组织者运行的第一组实验结果来估算该模型,并用它来预测组织者以后进行的第二组类似实验的结果。我们发现,相对于较小的平均归一化MSD,样本外可预测性(相对于I-SAW模型)有了显着提高,并且这种结果对于重新采样预测的游戏集并逆转实验结果集的作用非常可靠。在所有参与者中,我们模型的表现是最好的。

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  • 来源
    《Games》 |2011年第1期|共13页
  • 作者

    Wei (James) Chen;

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  • 入库时间 2022-08-18 10:33:21

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