代码搜索:classifier

找到约 4,824 项符合「classifier」的源代码

代码结果 4,824
www.eeworm.com/read/400577/11572703

m parallel.m

%PARALLEL Combining classifiers in different feature spaces % % WC = PARALLEL(W1,W2,W3, ....) or WC = [W1;W2;W3; ...] % WC = PARALLEL({W1;W2;W3; ...}) or WC = [{W1;W2;W3; ...}] % WC = PARALL
www.eeworm.com/read/400577/11572969

m rejectc.m

%REJECTC Construction of a rejecting classifier % % WR = REJECTC(A,W,FRAC,TYPE) % % INPUT % A Dataset % W Trained or untrained classifier % FRAC Fraction to be rejected. Def
www.eeworm.com/read/400577/11573006

m nusvc.m

%NUSVC Support Vector Classifier: NU algorithm % % [W,J] = NUSVC(A,KERNEL,NU) % [W,J] = NUSVC(A,TYPE,PAR,NU) % W = A*SVC([],KERNEL,NU) % W = A*SVC([],TYPE,PAR,NU) % % INPUT % A
www.eeworm.com/read/400577/11573018

m wvotec.m

%WVOTEC Weighted combiner (Adaboost weights) % % W = WVOTEC(A,V) compute weigths and store % W = WVOTEC(V,U) Construct weighted combiner using weights U % % INPUT % A Labeled data
www.eeworm.com/read/400577/11573374

m traincc.m

%TRAINCC Train combining classifier if needed % % W = TRAINCC(A,W,CCLASSF) % % INPUT % A Training dataset % W A set of classifiers to be combined % CCLASSF Combining classif
www.eeworm.com/read/400577/11573381

m fisherc.m

%FISHERC Fisher's Least Square Linear Classifier % % W = FISHERC(A) % % INPUT % A Dataset % % OUTPUT % W Fisher's linear classifier % % DESCRIPTION % Finds the linear discriminant functio
www.eeworm.com/read/400577/11573440

m testcost.m

function e = testcost(x,w,C,lablist) %TESTCOST compute the error using the cost matrix C % % E = TESTCOST(A,W,C,LABLIST) % E = TESTCOST(A*W,C,LABLIST) % E = A*W*TESTCOST([],C,LABLIST) % %
www.eeworm.com/read/400576/11573467

m isocc.m

%ISOCC True for one-class classifiers % % isocc(w) returns true if the classifier w is a one-class classifier, % outputting only classes 'target' and/or 'outlier' and having a % structure with thr
www.eeworm.com/read/400576/11573478

m dd_roc.m

function [e, thr] = dd_roc(a,w) %DD_ROC Receiver Operating Characteristic curve % % E = DD_ROC(A,W) % E = DD_ROC(A*W) % E = A*W*DD_ROC % % Find for a (data description) method W
www.eeworm.com/read/400576/11573510

m dd_ex3.m

% DD_EX3 % % Show the use of the ksvdd: the support vector data description using % several different kernels. % % To be honest, the SVDD is the most useful using the RBF kernel. In % most case