funs.class.spec | R Documentation |
Two functions: class.spec.ct
and class.spec
.
Both functions are objects of class "classhtest"
but with different arguments (see the parameter list below).
Each one performs class specific segregation tests for the rows if type="base"
and
columns if type="NN"
for k \ge 2
classes.
That is,
each one performs hypothesis tests of deviations of
entries in each row (column) of NNCT from the expected values under RL or CSR for each row (column)
if type="base"
("NN"
).
Recall that row labels of the NNCT are base class labels and
column labels in the NNCT are NN class labels.
The test for each row (column) i
is based on the chi-squared approximation of the corresponding quadratic form
and are due to \insertCitedixon:NNCTEco2002;textualnnspat
(\insertCiteceyhan:stat-neer-class2009;textualnnspat).
The argument covN
must be covariance of row-wise (column-wise) vectorization of NNCT if type="base"
(type="NN"
).
Each function yields the test statistic, p
-value and df
for each base class i
, description of the
alternative with the corresponding null values (i.e., expected values) for the row (column) i
, estimates for the entries in
row (column) i
for i=1,\ldots,k
if type="base"
(type="NN"
).
The functions also provide names of the test statistics, the description of the test and the data set used.
The null hypothesis for each row (column) is that the corresponding N_{ij}
entries in row (column) i
are
equal to their expected values under RL or CSR.
See also (\insertCitedixon:NNCTEco2002,ceyhan:stat-neer-class2009;textualnnspat) and the references therein.
class.spec.ct(ct, covN, type = "base")
class.spec(dat, lab, type = "base", ...)
ct |
A nearest neighbor contingency table, used in |
covN |
The |
type |
The type of the class-specific tests with default= |
dat |
The data set in one or higher dimensions, each row corresponds to a data point,
used in |
lab |
The |
... |
are for further arguments, such as |
A list
with the elements
type |
Type of the class-specific test, which is |
statistic |
The |
stat.names |
Name of the test statistics |
p.value |
The |
df |
Degrees of freedom for the chi-squared test, which is |
estimate |
Estimates of the parameters, NNCT, i.e., the matrix of the
observed |
null.value |
The |
null.name |
Name of the null values |
method |
Description of the hypothesis test |
ct.name |
Name of the contingency table, |
data.name |
Name of the data set, |
base.class.spec.ct
, base.class.spec
, NN.class.spec.ct
and NN.class.spec
n<-20
Y<-matrix(runif(3*n),ncol=3)
ipd<-ipd.mat(Y)
cls<-sample(1:2,n,replace = TRUE) #or try cls<-rep(1:2,c(10,10))
ct<-nnct(ipd,cls)
W<-Wmat(ipd)
Qv<-Qvec(W)$q
Rv<-Rval(W)
varN<-var.nnct(ct,Qv,Rv)
covN<-cov.nnct(ct,varN,Qv,Rv) #default is byrow
class.spec(Y,cls)
class.spec(Y,cls,type="NN")
class.spec.ct(ct,covN)
class.spec.ct(ct,covN,type="NN")
class.spec(Y,cls,method="max")
#cls as a factor
na<-floor(n/2); nb<-n-na
fcls<-rep(c("a","b"),c(na,nb))
ct<-nnct(ipd,fcls)
class.spec(Y,fcls)
class.spec(Y,fcls,type="NN")
class.spec.ct(ct,covN)
class.spec.ct(ct,covN,type="NN")
#############
n<-40
Y<-matrix(runif(3*n),ncol=3)
ipd<-ipd.mat(Y)
cls<-sample(1:4,n,replace = TRUE) #or try cls<-rep(1:2,c(10,10))
ct<-nnct(ipd,cls)
W<-Wmat(ipd)
Qv<-Qvec(W)$q
Rv<-Rval(W)
varN<-var.nnct(ct,Qv,Rv)
covN<-cov.nnct(ct,varN,Qv,Rv)
class.spec(Y,cls)
class.spec(Y,cls,type="NN")
class.spec.ct(ct,covN)
class.spec.ct(ct,covN,type="NN")
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