View source: R/appl_localcor.r
GET.localcor | R Documentation |
The test of local correlations using Vilodomat et al. (2014) procedure for resamples and the FDR envelope of Mrkvička and Myllymäki (2023).
GET.localcor(
data,
Delta,
nsim = 1000,
...,
varying.bandwidth = FALSE,
bandwidth.nn = 0.1,
bandwidth.h = 5.281,
maxk = 300,
savefuns = FALSE,
N_s = 1000,
mc.cores = 1L,
mc.args = NULL,
cl = NULL,
notest = FALSE
)
data |
A data.frame where the first two columns correspond to the values of the two random fields, whose correlations are to be studied, and the third and fourth columns correspond to the x- and y-coordinates where these random fields have been observed. In addition, the width and height of the pixels at each (x,y) can be given in the fifth and sixth column. Warning: no checks for the data input. |
Delta |
A smoothing parameter of the local correlation. According to Vilodomat et al. (2014): Delta is a set of values for the proportion of neighbors to consider for the smoothing step. No default. The user may have to experiment with different values to find one suitable for their data. |
nsim |
The number of resamples. |
... |
Additional parameters to be passed to |
varying.bandwidth |
Logical, whether to use a varying bandwidth to calculate the local correlations or not. See Vilodomat et al. (2014). |
bandwidth.nn |
Nearest neighbor component of the smoothing parameter for varying bandwidth to
be passed to the argument |
bandwidth.h |
Non-varying bandwidth, to be passed to the argument |
maxk |
See |
savefuns |
Logical. If TRUE, then the functions from permutations are saved to the attribute simfuns. |
N_s |
If the number of observations is bigger than |
mc.cores |
The number of cores to use, i.e. at most how many child processes will be run simultaneously.
Must be at least one, and parallelization requires at least two cores. On a Windows computer mc.cores must be 1
(no parallelization). For details, see |
mc.args |
A named list of additional arguments to be passed to |
cl |
Allows parallelization through the use of |
notest |
Logical. FALSE means that the test is done. TRUE allows to calculate only local correlation for the data, which can be beneficial for choosing the bandwidths before running the test. If TRUE, then only the observed local correlations will be returned. |
The code is a modification of the supporting information code of Vilodomat et al. (2014)
available at https://doi.org/10.1111/biom.12139. The modification includes the FDR or FWER envelopes
(as specified by the argument typeone
in ...
, passed to global_envelope_test
)
for the test of local correlations, i.e. multiple testing correction and
graphical illustration of the test results.
Variograms are calculated using the package geoR and the local correlations using the R
package locfit. These packages should be installed to use GET.localcor
.
Currently the data is provided in the format of Vilodomat et al. (2014, Supporting information).
Additionally width and height of area represented by a data point can be provided, see the argument data
.
This information is used for plotting purposes when plotting the output by plot()
.
Examples are provided in the vignette 'FDRenvelopes', see e.g. https://cran.r-project.org/package=GET.
A global envelope object (with possible additional classes), see description of main components
in global_envelope
(Value).
Additional attributes: p_global
contains the Monte Carlo p-value for the global test of correlation.
cor_global
and cor_global_sim
contain the value of the correlation for data and permuted data,
respectively. If savefuns = TRUE
, then permutations
contain the permuted values of the first
random field according to Viladomat et al. (2014) procedure, and cset
contains all the local correlations
for the data and permuted data in a curve_set
object (see create_curve_set
).
Viladomat, J., Mazumder, R., McInturff, A., McCauley, D.J. and Hastie, T. (2014). Assessing the significance of global and local correlations under spatial autocorrelation: A nonparametric approach. Biometrics 70, 409-418. doi: 10.1111/biom.12139
Mrkvička, T., Myllymäki, M. (2023) False discovery rate envelopes. Statistics and Computing 33, 109. https://doi.org/10.1007/s11222-023-10275-7
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