Description Usage Arguments Value Examples
View source: R/pvalues-deprecated.r
deprecated Probablity of observing exactly x picks of the data plot in K evaluations of a lineup of size m. We distinguish between three different scenarios:
Scenario I: in each of K evaluations a different data set and a different set of (m-1) null plots is shown.
Scenario II: in each of K evaluations the same data set but a different set of (m-1) null plots is shown.
Scenario III: the same lineup, i.e. same data and same set of null plots, is shown to K different observers.
1 | dVsim(x, K, m = 20, N = 10000, scenario = 3, xp = 1, target = 1)
|
x |
number of observed picks of the data plot |
K |
number of evaluations of the same lineup |
m |
size of the lineup |
N |
MC parameter: number of replicates on which MC probabilities are based. Higher number of replicates will decrease MC variability. |
scenario |
numeric value, one of 1, 2, or 3, indicating the type of simulation used: scenario 3 assumes that the same lineup is shown in all K evaluations |
xp |
exponent used, defaults to 1 |
target |
location of target plot(s). By default 1. If several targets are present, specify vector of target locations. |
simulation based density to observe x picks of the data plot in K evaluation under the assumption that the data plot is consistent with the null hypothesis. For comparison a p value based on a binomial distribution is provided as well.
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 | ## Not run:
dVsim(2, 20, m=3) # triangle test
## points in red are binomial distribution, black points are for inference
## in lineups using scenario 3
require(ggplot2)
qplot(x=x, y=scenario3, data=dVsim(0:6,6,m=2)) +
geom_point(aes(x,y=binom), colour="red") + ylim(c(0,0.5))
qplot(x=x, y=scenario3, data=dVsim(0:6,6,m=3)) +
geom_point(aes(x,y=binom), colour="red") + ylim(c(0,0.5))
## End(Not run)
# lineup with two targets: what are the probabilities to identify at least
# one of the targets?
dVsim(0:5, K=5, m=20, N=10000, scenario=3, target=1:2)
# slight difference between this distribution and the distribution for a
# lineup of size 10 with a single target:
dVsim(0:5, K=5, m=10, N=10000, scenario=3, target=1)
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