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fitTeachNet1 <- function(data, weights, hidden.structure, learning.rate, f, f_d,decay, m_f,er){
# update weights for one hidden layer case
# data on wich to train
# weights for computeGrad
# hidden.structure for number of hidden neurons
# learning.rate in this training
# f the acctivation function
# f_d derivate of activation function
# decay for update
# m_f function to calculate m
# er error function
H <- hidden.structure
I <- length(weights@w_ih[,1])
cost <- function(w){return((decay/2)*sum(c(sum(w@alpha^2),sum(w@alpha_h^2),sum(w@w_h^2)
,sum(w@w_ih^2))))}
# compute graddient
grad <- Reduce("+",apply(data, 1, function(x) computeGrad1(x[2:ncol(data)],x[1],I,H,weights,f,f_d,m_f)))
error_old <- er(weights,data,NA) + cost(weights)
conv <- FALSE
nichtOk <- TRUE
t <- 1
# update weights
while(nichtOk){
# make t so small that new weights reduce error
t <- t*learning.rate
weights_new <- weights - t*(grad + decay*weights)
error <- er(weights_new,data,NA) + cost(weights_new)
if(error<error_old){nichtOk<-FALSE}
if(t<1e-20){nichtOk<-FALSE;print("Error can not get smaller. If you are not saticfied with the result restart procedure!");conv = TRUE}
}
return(list(weights_new,conv))
} # end of function
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