View source: R/hypervolume_overlap_confidence.R
hypervolume_overlap_confidence | R Documentation |
Generates confidence intervals of four different overlap statistics. In order to find the confidence interval for the overlap statistics of two hypervolumes, use hypervolume_resample
twice to generate bootstraps. The function takes in paths to two sets of bootstrapped hypervolumes and gets overlap statistics for each possible pair. Confidence interval is calculated by taking a quantile of generated overlap statistics.
hypervolume_overlap_confidence(path1, path2, CI = .95, cores = 1)
path1 |
A path to a directory of bootstrapped hypervolumes |
path2 |
A path to a directory of bootstrapped hypervolumes |
CI |
Desired confidence interval proportion |
cores |
Number of logical cores to use while generating overlap statistics. If parallel backend already registered to |
The four overlap statistics are Sorensen, Jaccard, frac_unique_1, frac_unique_2. See hypervolume_overlap_statistics
Each hypervolume from path1 is overlapped with each hypervolume from path2 using hypervolume_set
. The four overlap statistics are calculated for each overlap.
jaccard |
Confidence interval for jaccard similarity score |
sorensen |
Confidence interval for sorensen similarity score |
frac_unique_1 |
Confidence interval for fraction of first hypervolume that is unique |
frac_unique_2 |
Confidence interval for fraction of second hypervolume that is unique |
distribution |
a matrix of overlap statistics used to generate the confidence intervals |
hypervolume_resample
## Not run:
# Let us overlap two hypervolumes generated from multivariate nomral
# distributions with different means and same covariance matrices.
sample1 = rmvnorm(150, mean = c(0, 0))
sample2 = rmvnorm(150, mean = c(0.5, 0.5))
hv1 = hypervolume(sample1)
hv2 = hypervolume(sample2)
# generates confidence intervals from quantiles of 20*20 overlaps
path1 = hypervolume_resample("mean_0_0", hv1, n = 20)
path2 = hypervolume_resample("mean_0.5_0.5", hv2, n = 20)
result = hypervolume_overlap_confidence(path1, path2)
# confidence index of Sorensen coefficient
print(result["sorensen"])
## End(Not run)
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