View source: R/Partial_Moments.R
| PM.matrix | R Documentation |
Builds a list containing CUPM, DUPM, DLPM, CLPM and the overall covariance matrix.
PM.matrix(LPM_degree, UPM_degree, target, variable, pop_adj, norm = FALSE)
LPM_degree |
numeric; lower partial moment degree (0 = freq, 1 = area). |
UPM_degree |
numeric; upper partial moment degree (0 = freq, 1 = area). |
target |
numeric vector; thresholds for each column (defaults to colMeans). |
variable |
numeric matrix or data.frame. |
pop_adj |
logical; TRUE adjusts population vs. sample moments. |
norm |
logical; default FALSE. If TRUE, each quadrant matrix is cell-wise normalized so their sum is 1 at each (i,j). |
Partial Moment Matrix
A list: $cupm, $dupm, $dlpm, $clpm, $cov.matrix.
When norm = TRUE, each cell (i,j) of the four quadrant matrices
is normalized so that their sum equals 1. In this case,
$cov.matrix is computed as
$cupm + $clpm - $dupm - $dlpm, yielding a dimensionless,
signed dependence measure bounded between -1 and 1.
This representation discards magnitude information and is therefore
a lossy nonlinear correlation matrix. A higher fidelity nonlinear
correlation matrix is available via the NNS.dep function.
set.seed(123)
A <- cbind(rnorm(100), rnorm(100), rnorm(100))
# Uses norm = FALSE by default
PM.matrix(1, 1, target = NULL, variable = A, pop_adj = TRUE)
# Enable normalization
PM.matrix(1, 1, target = NULL, variable = A, pop_adj = TRUE, norm = TRUE)
# Use 0's for targets
PM.matrix(1, 1, target = rep(0, ncol(A)), variable = A, pop_adj = TRUE)
# Use variable medians as targets
PM.matrix(1, 1, target = apply(A, 2, "median"), variable = A, pop_adj = TRUE)
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