Functions for computing various distance metrics between functional data. Compute Distance Metric for Functional Data
Arguments
- fdataobj
An object of class 'fdata'.
- fdataref
An object of class 'fdata'. If NULL, computes self-distances.
- method
Distance method to use. One of:
"lp" - Lp metric (default)
"hausdorff" - Hausdorff distance
"dtw" - Dynamic Time Warping
"pca" - Semi-metric based on PCA scores
"deriv" - Semi-metric based on derivatives
"basis" - Semi-metric based on basis coefficients
"fourier" - Semi-metric based on FFT coefficients
"hshift" - Semi-metric with horizontal shift
"kl" - Symmetric Kullback-Leibler divergence
- ...
Additional arguments passed to the specific distance function.
Details
Unified interface for computing various distance metrics between functional data objects. This function dispatches to the appropriate specialized distance function based on the method parameter.
This function provides a convenient unified interface for all distance
computations in fdars. The additional arguments in ... are passed
to the underlying distance function:
lp: lp, w
hausdorff: (none)
dtw: p, w
pca: ncomp
deriv: nderiv, lp
basis: nbasis, basis, nderiv
fourier: nfreq
hshift: max_shift
kl: eps, normalize
Examples
fd <- fdata(matrix(rnorm(200), 20, 10))
# Using different distance methods
D_lp <- metric(fd, method = "lp")
D_hausdorff <- metric(fd, method = "hausdorff")
D_pca <- metric(fd, method = "pca", ncomp = 3)
# Cross-distances
fd2 <- fdata(matrix(rnorm(100), 10, 10))
D_cross <- metric(fd, fd2, method = "lp")