Description Usage Arguments Details Value Author(s) See Also Examples
Calculate the Jacobian matrix of gradient function for the training dataset. It takes input from neural network models and the gradient at each weight parameters. The matrix has dimension of R [nObs * nPara], nObs denotes the number of training observations and nPara denotes the number of weights parameters.
1 2 3 4 5 6 7 8 |
object |
object of class: nnet as returned by 'nnet' package, nn as returned by 'neuralnet' package, rsnns as returned by 'RSNNS' package. |
xTrain |
matrix or data frame of input values for the training dataset. |
funName |
activation function name of neuron, e.g. 'sigmoid', 'tanh', etc. In default, it is set to 'sigmoid'. |
... |
additional arguments passed to the method. |
Jacobian matrix with gradient function, in which J[ij] element denotes the gradient function at the jth weight parameters for the ith training observation. The dimension is equal to nObs * nPara.
matrix which denotes the Jacobian matrix for training datasets.
Xichen Ding <rockingdingo@gmail.com>
1 2 3 4 5 6 7 8 9 10 11 12 13 | library(nnet)
xTrain <- rbind(cbind(runif(150,min = 0, max = 0.5),runif(150,min = 0, max = 0.5)) ,
cbind(runif(150,min = 0.5, max = 1),runif(150,min = 0.5, max = 1))
)
nObs <- dim(xTrain)[1]
yTrain <- 0.5 + 0.4 * sin(2* pi * xTrain %*% c(0.4,0.6)) +rnorm(nObs,mean = 0, sd = 0.05)
# Training nnet models
net <- nnet(yTrain ~ xTrain,size = 3, rang = 0.1,decay = 5e-4, maxit = 500)
# Calculating Jacobian Matrix of the training samples
library(nnetpredint)
jacobMat = jacobian(net,xTrain)
dim(jacobMat)
|
# weights: 13
initial value 32.673914
iter 10 value 7.407531
iter 20 value 4.632076
iter 30 value 3.080706
iter 40 value 2.627133
iter 50 value 2.510743
iter 60 value 2.071661
iter 70 value 1.724717
iter 80 value 1.468828
iter 90 value 1.407474
iter 100 value 1.366105
iter 110 value 1.318391
iter 120 value 1.315228
iter 130 value 1.289561
iter 140 value 1.224326
iter 150 value 1.164389
iter 160 value 1.111597
iter 170 value 1.073565
iter 180 value 1.000235
iter 190 value 0.956152
iter 200 value 0.912999
iter 210 value 0.904156
iter 220 value 0.892300
iter 230 value 0.889633
iter 240 value 0.888455
iter 250 value 0.888265
iter 260 value 0.888131
iter 270 value 0.887959
iter 280 value 0.887947
iter 290 value 0.887938
iter 300 value 0.887936
iter 300 value 0.887936
final value 0.887936
converged
[1] 300 13
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