?? quadclass.m
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function [y,dfce]=quadclass( X, model)% QUADCLASS Quadratic classifier.%% Synopsis:% [y,dfce] = quadclass(X,model)%% Description:% This function classifies input data X using quadratic% discriminant function:%% y(i) = argmax X(:,i)'*A(:,:,y)*X(:,i) + X(:,i)'*B(:,y) + C(y)% y%% where parameters A [dim x dim x nfun], B [dim x nfun]% and model C [1 x nfun] are given in model and nfun is% number of discriminant functions.%% In the binary case (nfun=1) the classification rule is following% y(i) = 1 if X(:,i)'*A*X(:,i) + X(:,i)'*B + C >= 0% 2 if X(:,i)'*A*X(:,i) + X(:,i)'*B + C < 0% % where A [dim x dim], B [dim x 1] and C [1x1] are parameters% given in model.%% Input:% X [dim x num_data] Data to be classified.%% model [struct] Describes quadratic classifier:% .A [dim x dim x nfun] Parameter of quadratic term.% .B [dim x nfun] Parameter of linear term.% .C [1 x nfun] Bias.%% Output:% y [1 x num_data] Predicted labels.% dfce [nfun x num_data] Values of discriminat function.%% Example:% trn = load('riply_trn');% tst = load('riply_tst');% gauss_model = mlcgmm(trn);% quad_model = bayesdf(gauss_model);% ypred = quadclass(tst.X, quad_model);% cerror(ypred, tst.y)% figure; ppatterns(trn); pboundary(quad_model);%% See also % QMAP, LIN2QUAD, LINCLASS%% About: Statistical Pattern Recognition Toolbox% (C) 1999-2003, Written by Vojtech Franc and Vaclav Hlavac% <a href="http://www.cvut.cz">Czech Technical University Prague</a>% <a href="http://www.feld.cvut.cz">Faculty of Electrical Engineering</a>% <a href="http://cmp.felk.cvut.cz">Center for Machine Perception</a>% Modifications:% 2-may-2004, VF% allow model to be gievn as a cellmodel = c2s(model);[dim, num_data] = size(X);nfun = size(model.A,3);if nfun == 1, % binary case dfce = sum((model.A*X).*X,1) + model.B'*X + model.C; y = ones(1,num_data); y(find(dfce< 0)) = 2;else % multi-class case dfce = zeros( nfun, num_data ); for i=1:nfun, dfce(i,:) = sum((model.A(:,:,i)*X).*X,1) + model.B(:,i)'*X + model.C(i); end [dummy,y] = max( dfce ); endreturn;% EOF
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