Description Usage Arguments Details Value Author(s) References Examples
npc
provides overall tests (i.e. weak FWER control), while
flip.adjust
provides adjusted p-values (i.e. strong FWER control).
1 2 3 4 5 | flip.adjust(permTP, method = flip.npc.methods, maxalpha = 1,
weights = NULL, stdSpace = FALSE, ...)
npc(permTP, comb.funct = c(flip.npc.methods, p.adjust.methods),
subsets = NULL, weights = NULL, stdSpace = FALSE, ...)
|
permTP |
A permutation space (B times m matrix) or an
|
method |
A method among |
maxalpha |
Adjusted p-values greater than |
weights |
Optional argument that can be used to give certain variables
greater weight in the combined test. Can be a vector or a list of vectors.
In the latter case, a separate test will be performed for each weight
vector. If both |
stdSpace |
Ask if the permutation distribution of the test statistic
should be standardized or not. The default is |
... |
further arguments. Among them, |
comb.funct |
A combining function |
subsets |
Optional argument that can be used to test one or more
subsets of variables. Can be a vector of column names or indices of a
|
npc
combines the p-values using the combining functions (and the
method) described in Pesarin (2001). It makes use of the join space of the
permutations. This is usually derived from a call of flip
function or
flipMixWithin
.
Very shortly: "Fisher"
=-sum log(p-values) "Liptak"
=sum
qnorm(p-values) "MahalanobisT"
= Mahalanobis distance of centered
matrix permTP
(or permTP@permT
) "MahalanobisP"
= same
as above, but using scores defined by qnorm(p-values) (tails are forced to
be one-sided) "minP"
= "Tippett"
= min(p-values) \
"maxT"
= max(test statistics) "maxTstd"
= max(standardized
test statistics) "sumT"
= sum (test statistics) "sumTstd"
= sum (standardized test statistics) "sumT2"
= sum (test
statistics)^2
. The followings have to be used carefully and only with
objects from function flipMix
: "data.sum"
= sum of all columns of
Y, "data.linComb"
= sum of all columns of Y (includes a vector or
matrix linComb
among the arguments), "data.pc"
= extracts the
first Principal component from the covariance matrix (you may also include a
vector whichPCs
indicating which PCs you want to consider)\
"data.trace"
= Extends the Pillai Trace, use parametric bootstrap to
asses the significance."kfwer"
= can be only used with
flip.adjust
(not in npc
). It requires an extra parameter
k
(k=11
by default).
flip.adjust
adjusts the p-value for multiplicity (FamilyWise Error
Rate -FWER- and kFWER). When method
is equal to "maxT"
,
"maxTstd"
(i.e. max T on scale(permTP)
) or "minP" (i.e.
Tippett) it performs the step-down method of Westfall and Young (1993). For
any other element of flip.npc.methods
(i.e. "Fisher", "Liptak",
"sumT" (i.e. direct) or "sumT2" (sum of T^2)) a call to npc
together
with a closed testing procedure is used (it make use of
cherry:closed
). When method
is any
among p.adjust.methods
the function stats:p.adjust
or -if
weights are provided- someMTP:p.adjust.w
is used. To perform control
of the kFWER use flip.adjust
with method="kfwer"
and extra
parameter k
.
The function returns an object of class
flip.object-class
(and the use of
getFlip(obj,"Adjust")
.
livio finos, Florian Klinglmueller and Aldo Solari.
Pesarin (2001) Multivariate Permutation Tests with Applications in Biostatistics. Wiley, New York.
P. H. Westfall and S. S. Young (1993). Resampling-based multiple testing: Examples and methods for p-value adjustment. John Wiley & Sons.
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 | Y=data.frame(matrix(rnorm(50),10,5))
names(Y)=LETTERS[1:5]
Y[,1:2]=Y[,1:2]+1.5
res = flip(Y,perms=10000)
########npc
p2=npc(res) # same as p2=npc(res,"Fisher")
summary(p2)
p2=npc(res,"minP")
summary(p2)
p2=npc(res,"Fisher",subsets=list(c1=c("A","B"),c2=names(Y)))
summary(p2)
p2=npc(res,"Fisher",subsets=list(c1=c("A","B"),c2=names(Y)),weights=1:5)
summary(p2)
res=flip.adjust(res, method="maxT")
#res=flip.adjust(res,"BH")
##same as
#p.adjust(res,"BH")
## now try
getFlip(res,"Adjust")
|
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