Computations for Graphical GOF Test via Pairwise Rosenblatt Transforms
Tools for computing a graphical goodness-of-fit (GOF) test based on pairwise Rosenblatt transformed data.
pairwiseCcop()
computes a (n,d,d)-array
which contains pairwise Rosenblatt-transformed data.
pairwiseIndepTest()
takes such an array as input and
computes a (d,d)-matrix
of test results from
pairwise tests of independence (as by indepTest()
).
pviTest()
can be used to extract the matrix of p-values from
the return matrix of pairwiseIndepTest()
.
gpviTest()
takes such a matrix of p-values and computes a global p-value with the method provided.
pairwiseCcop(u, copula, ...) pairwiseIndepTest(cu.u, N=256, iTest = indepTestSim(n, p=2, m=2, N=N, verbose = idT.verbose, ...), verbose=TRUE, idT.verbose = verbose, ...) pviTest(piTest) gpviTest(pvalues, method=p.adjust.methods, globalFun=min)
u |
(n,d)- |
copula |
copula object used for the Rosenblatt transform (H[0] copula). |
... |
additional arguments passed to the internal function
which computes the conditional copulas (for For |
cu.u |
(n,d,d)- |
N |
argument of |
iTest |
the result of (a version of) |
verbose |
|
idT.verbose |
logical, passed as |
piTest |
(d,d)- |
pvalues |
(d,d)- |
method |
|
globalFun |
|
(n,d,d)-array
cu.u
with cu.u[i,j]
containing C(u[,i]|u[,j])
for i!=j and u[,i] for i=j.
(d,d)-matrix
of lists
with test results as returned by indepTest()
. The
test results correspond to pairwise tests of independence as
conducted by indepTest()
.
(d,d)-matrix
of p-values.
global p-values for the specified methods.
If u
are distributed according to or “perfectly” sampled
from a copula, p-values on GOF tests for that copula should be uniformly
distributed in [0,1].
Hofert and Mächler (2014),
see pairsRosenblatt
.
pairsRosenblatt
for where these tools are used, including
demo(gof_graph)
for examples.
## demo(gof_graph)
Please choose more modern alternatives, such as Google Chrome or Mozilla Firefox.