<p>Each panel shows the (unnormalized) probability density for a ‘prior’ distribution of targets, grouped by experimental session, with eight different priors per session. Within each session, priors are numbered in order of increasing differential entropy (i.e. increasing variance for Gaussian distributions). During the experiment, priors had a random location (mean drawn uniformly) and asymmetrical priors had probability 1/2 of being ‘flipped’. Target positions are shown in standardized screen units (from to ). <b>a: Gaussian priors.</b> These priors were used for the training session, common to all subjects, and in the Gaussian test session. Standard deviations cover the range to screen units in equal increments. <b>b: Unimodal priors...
<p>The first row shows how a strongly bimodal distribution would be represented by each type of prio...
<p>The top panel compares distributions over the twenty-four choices, over increment and decrement c...
<p>Panel a shows the means of the original distributions for and in blue and red, respectively. In...
<p><i>α</i> is the occupancy probability before transformation to the probability scale using the lo...
<p><i>Top row:</i> Short Uniform (red) and Long Uniform (green) blocks. <i>Bottom row:</i> Medium Un...
<p><i>Top row:</i> Medium Uniform (light brown) block. <i>Bottom row:</i> Medium High-Peaked (dark b...
<p>Comparison between the main statistics of the ‘objective’ experimental distributions and the ‘sub...
<p>Panels depict mean ± 1 SD of running averages of the stimulus history in the experiment for = 0....
<p>Each panel shows the pooled subjects' responses as a function of the position of the cue either f...
<p>Each group of participants is in a separate row. The left column of plots shows the probability w...
<p>Comparison between the main statistics of the ‘objective’ experimental distributions and the ‘sub...
<p>Comparison between the main statistics of the ‘objective’ experimental distributions and the ‘sub...
<p>Panel A. The panel shows the conditional probability distribution <i>p</i>(<i>r</i>|<i>r</i>′) of...
Distribution of items for participants in the Gaussian and Uniform conditions in Experiment 1. To ea...
e case of location and scale parameters, rate constants, and in Bernoulli trials with unknown probab...
<p>The first row shows how a strongly bimodal distribution would be represented by each type of prio...
<p>The top panel compares distributions over the twenty-four choices, over increment and decrement c...
<p>Panel a shows the means of the original distributions for and in blue and red, respectively. In...
<p><i>α</i> is the occupancy probability before transformation to the probability scale using the lo...
<p><i>Top row:</i> Short Uniform (red) and Long Uniform (green) blocks. <i>Bottom row:</i> Medium Un...
<p><i>Top row:</i> Medium Uniform (light brown) block. <i>Bottom row:</i> Medium High-Peaked (dark b...
<p>Comparison between the main statistics of the ‘objective’ experimental distributions and the ‘sub...
<p>Panels depict mean ± 1 SD of running averages of the stimulus history in the experiment for = 0....
<p>Each panel shows the pooled subjects' responses as a function of the position of the cue either f...
<p>Each group of participants is in a separate row. The left column of plots shows the probability w...
<p>Comparison between the main statistics of the ‘objective’ experimental distributions and the ‘sub...
<p>Comparison between the main statistics of the ‘objective’ experimental distributions and the ‘sub...
<p>Panel A. The panel shows the conditional probability distribution <i>p</i>(<i>r</i>|<i>r</i>′) of...
Distribution of items for participants in the Gaussian and Uniform conditions in Experiment 1. To ea...
e case of location and scale parameters, rate constants, and in Bernoulli trials with unknown probab...
<p>The first row shows how a strongly bimodal distribution would be represented by each type of prio...
<p>The top panel compares distributions over the twenty-four choices, over increment and decrement c...
<p>Panel a shows the means of the original distributions for and in blue and red, respectively. In...