Both frames depict medians and 90% credible intervals. Frame A plots ψ[s]—the lagged effects of encounters on turning-angle, and Frame B plots ϕ[s]—the lagged effects of encounters on step-size, for lags s ∈ {1, …, 90}. The horizontal blue lines represent an effect size of zero. We note significant effects of lagged encounters on both turning-angle (positive) and step-size (negative), with effects lasting about 66 time-steps (11 minutes) for turning-angle change, and about 56 time steps (9 minutes) for step-size. The vertical red lines indicate when the confidence regions on the parameters begin to cross zero, the value of no effect.</p
<p>Participants in the patched condition significantly increased turning in response to resource enc...
<p>A) Encounter probability as a function of target density. Points represent the probability that a...
Combinations of the distance and target size produced a distinct value of the index of difficulty (I...
<p>Circles show posterior medians, thick bars show inter-quartile ranges of the posteriors, and thin...
Frame C is equivalent to Frame B on a log-log scale. The green curves plot the data distributions wh...
<p>(A) Slopes (in absolute value) identifying the relationship between time of action initiation and...
<p>The figures show the posterior means of the Weibull distributions for movement rates (in m/s), wi...
The results of two experiments are reported that examined how performance in a simple interceptive a...
<p>Estimated posterior distributions for accuracy (A) and response time in delayed response (DR) (D)...
<p>(<b>A</b>) showing our calculation of locust turning behaviour within moves or pauses, or after a...
The design of the present study enabled the authors to distinguish between the possible effects of m...
<p>The colors of dots and lines represent three different durations: gray = 200 ms (N = 10, same dat...
<p>The figure shows the posterior mean vectors of the wrapped Cauchy distribution of turning angles,...
<p>The mean effect of target displacement (forward and backward) as a percentage of the total size o...
<p>Bars represent the 95% confidence interval of the posterior distribution in each figure.</p
<p>Participants in the patched condition significantly increased turning in response to resource enc...
<p>A) Encounter probability as a function of target density. Points represent the probability that a...
Combinations of the distance and target size produced a distinct value of the index of difficulty (I...
<p>Circles show posterior medians, thick bars show inter-quartile ranges of the posteriors, and thin...
Frame C is equivalent to Frame B on a log-log scale. The green curves plot the data distributions wh...
<p>(A) Slopes (in absolute value) identifying the relationship between time of action initiation and...
<p>The figures show the posterior means of the Weibull distributions for movement rates (in m/s), wi...
The results of two experiments are reported that examined how performance in a simple interceptive a...
<p>Estimated posterior distributions for accuracy (A) and response time in delayed response (DR) (D)...
<p>(<b>A</b>) showing our calculation of locust turning behaviour within moves or pauses, or after a...
The design of the present study enabled the authors to distinguish between the possible effects of m...
<p>The colors of dots and lines represent three different durations: gray = 200 ms (N = 10, same dat...
<p>The figure shows the posterior mean vectors of the wrapped Cauchy distribution of turning angles,...
<p>The mean effect of target displacement (forward and backward) as a percentage of the total size o...
<p>Bars represent the 95% confidence interval of the posterior distribution in each figure.</p
<p>Participants in the patched condition significantly increased turning in response to resource enc...
<p>A) Encounter probability as a function of target density. Points represent the probability that a...
Combinations of the distance and target size produced a distinct value of the index of difficulty (I...