Description Usage Arguments Value Author(s) References See Also Examples
View source: R/entropyFunctions.r
The (differential) entropy of a high-dimensional multivariate random variable is estimated from a (high-dimensional matrix) under a normality or k-NN distributional assumption.
1 |
Y |
(High-dimensional) matrix. Rows are assumed to represent the samples, and columns represent the samples' genes or traits. |
method |
Distributional assumption under which entropy is to be estimated. |
k |
k-nearest neighbor parameter. |
center |
Logical indicator: should the columns of Y be centered around zero? |
indKnn |
Logical indicator: should samples' individual contributions to the k-NN entropy be reported? |
The entropy estimate is returned as a numeric
.
Wessel N. van Wieringen: w.vanwieringen@vumc.nl
Van Wieringen, W.N., Van der Vaart, A.W. (2011), "Statistical analysis of the cancer cell's molecular entropy using high-throughput data", Bioinformatics, 27(4), 556-563.
1 2 | data(pollackGE16)
hdEntropy(t(exprs(pollackGE16)), method="knn")
|
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[1] 265.0875 314.8138 341.9452 265.0875 255.8793 236.1673 240.3278 268.4733
[9] 235.3109 218.0154 208.1410 223.4255 261.5972 239.5631 230.2853 223.2162
[17] 213.6865 259.9325 204.6118 230.8339 204.6118 229.1563 242.2085 190.0908
[25] 190.0908 196.4310 235.5555 240.3278 272.7666 218.0759 238.1410 195.7186
[33] 205.7374 309.7156 257.9855 241.4646 229.9581 261.5972 165.6367 165.6367
[41] 202.8282
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