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Is everyone Bayes? On the testable implications of Bayesian Fundamentalism - Erratum

机译:每个人都是贝叶斯吗?关于贝叶斯原教旨主义的可检验含义-勘误表

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摘要

On page 213 of the commentary by Speekenbrink and Shanks (2011) on the target article by Jones & Love, there are some equations in which the operators are missing. The sentence that reads: For example, suppose the sequence of rewards is Si and the sequence of responses is S_8. The first response X_1 = 1 implies that V_1+V_2 + V_3 + U_4V_5V_6V_7V_8; the second response X_2l implies that V_1V_2V_3V_4; the third response x_3 1 implies that V_1V_2. One choice of values consistent with this is v_jj.
机译:在Speekenbrink和Shanks(2011)对Jones&Love的目标文章的评论的第213页上,存在一些缺少运算符的方程式。句子如下:例如,假设奖励序列为Si,响应序列为S_8。第一响应X_1 = 1表示V_1 + V_2 + V_3 + U_4V_5V_6V_7V_8;第二响应X_2l表示V_1V_2V_3V_4;第三响应x_3 1表示V_1V_2。与此一致的值的一种选择是v_jj。

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