Implementation of the quadratic discriminant classifier. Classes are modeled as Gaussians with different covariance matrices. The optimal covariance matrix and means for the classes are found using maximum likelihood, which, in this case, has a closed form solution.
QuadraticDiscriminantClassifier(X, y, prior = NULL, scale = FALSE, ...)
S4 object of class LeastSquaresClassifier with the following slots:
weight vector
the prior probabilities of the classes
the estimates means of the classes
The estimated covariance matrix
a vector with the classnames for each of the classes
scaling object used to transform new observations
matrix; Design matrix for labeled data
factor or integer vector; Label vector
A matrix with class prior probabilities. If NULL, this will be estimated from the data
logical; Should the features be normalized? (default: FALSE)
Not used
Other RSSL classifiers:
EMLeastSquaresClassifier
,
EMLinearDiscriminantClassifier
,
GRFClassifier
,
ICLeastSquaresClassifier
,
ICLinearDiscriminantClassifier
,
KernelLeastSquaresClassifier
,
LaplacianKernelLeastSquaresClassifier()
,
LaplacianSVM
,
LeastSquaresClassifier
,
LinearDiscriminantClassifier
,
LinearSVM
,
LinearTSVM()
,
LogisticLossClassifier
,
LogisticRegression
,
MCLinearDiscriminantClassifier
,
MCNearestMeanClassifier
,
MCPLDA
,
MajorityClassClassifier
,
NearestMeanClassifier
,
S4VM
,
SVM
,
SelfLearning
,
TSVM
,
USMLeastSquaresClassifier
,
WellSVM
,
svmlin()