Delta(w)(n)=-alpha*(1-mc)*Delta(w)(n) mc*Delta(w)(n-1)
(7)测试,输出分类正确率。
完整的R代码:
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iris1<-as.matrix(iris[,3:4])
iris1<-cbind(iris1,c(rep(1,100),rep(0,50)))
set.seed(5)
n<-length(iris1[,1])
samp<-sample(1:n,n/5)
traind<-iris1[-samp,c(1,2)]
train1<-iris1[-samp,3]
testd<-iris1[samp,c(1,2)]
test1<-iris1[samp,3]
set.seed(1)
ntrainnum<-120
nsampdim<-2
net.nin<-2
net.nhidden<-3
net.nout<-1
w<-2*matrix(runif(net.nhidden*net.nin)-0.5,net.nhidden,net.nin)
b<-2*(runif(net.nhidden)-0.5)
net.w1<-cbind(w,b)
W<-2*matrix(runif(net.nhidden*net.nout)-0.5,net.nout,net.nhidden)
B<-2*(runif(net.nout)-0.5)
net.w2<-cbind(W,B)
traind_s<-traind
traind_s[,1]<-traind[,1]-mean(traind[,1])
traind_s[,2]<-traind[,2]-mean(traind[,2])
traind_s[,1]<-traind_s[,1]/sd(traind_s[,1])
traind_s[,2]<-traind_s[,2]/sd(traind_s[,2])
sampinex<-rbind(t(traind_s),rep(1,ntrainnum))
expectedout<-train1
eps<-0.01
a<-0.3
mc<-0.8
maxiter<-2000
iter<-0
errrec<-rep(0,maxiter)
outrec<-matrix(rep(0,ntrainnum*maxiter),ntrainnum,maxiter)
sigmoid<-function(x){
y<-1/(1 exp(-x))
return(y)
}
for(i in 1:maxiter){
hid_input<-net.w1%*%sampinex;
hid_out<-sigmoid(hid_input);
out_input1<-rbind(hid_out,rep(1,ntrainnum));
out_input2<-net.w2%*%out_input1;
out_out<-sigmoid(out_input2);
outrec[,i]<-t(out_out);
err<-expectedout-out_out;
sse<-sum(err^2);
errrec<-sse;
iter<-iter 1;
if(sse<=eps)
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