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lyngby_nns_main
(export/lyngby/lyngby_nns_main.m)
Function Synopsis
[S, S1, Y, V, W, EAcc, Info] = lyngby_nns_main(X, T, arg1, arg2, ...
Help text
lyngby_nns_main - Main function for Neural network saliency
function [S, S1, Y, V, W, EAcc, Info] = lyngby_nns_main(X, T,
'PropertyName', 'PropertyValue')
Input: X The datamatrix
T Target output (the paradigm)
PropertyName:
'Type' [ {LS} | LSSecondOrder |
Entropy | EntropySecondOrder ]
'SVDComponents' { 50 } Number of singular values
maintained, ie. the number of
neural network inputs.
'NNInput' [ {SVD} | SVDNormalized | Direct |
SOP | SOPNormalized | SOPResSVD ]
Type of signal on the neural
network input
'HiddenUnits' { 3 } Number of hidden units, not
counting the threshold unit
'Reg' { 0.001 } Regularization parameter
(weight decay)
'GenOptim' [ {Free} | EarlyStop |
HiddenUnitsEarlyStop | Pruning |
Pruning1DRegGridSearch |
Pruning2DReggridSearch ]
Generalization optimization
'Validation' [ {InBasisSingleBlocked} |
OffBasisSingleBlocked ]
Type of validation (the type of
validation set)
'Run' Run specification, used in the
automatic splitting of training and
validation set.
'Info' [ {0} | 1 ] Continuous information
about the optimization
Output: S Saliency
S1 First order saliency
E Error for each example (each scan)
V Input weights
W Output weights
EAcc Is the accumulated error (the evolution of the
error), and it will depend on the setting of
'GenOptim'
Info Information about EAcc
This function will first SVD the 'X' matrix into 'SVDComponents'
singular values and rotations. The output from the SVD will be
feed to a two-layer feed-forward neural network. This neural
network will be optimized for the most generalizing prediction
of 'T' (the paradigm) according to the setting of 'GenOptim'
and 'Validation'. After this optimization the saliency of the
variables in 'X' will be calculated.
See also: lyngby_svd, lyngby_nn_emain, lyngby_nn_qmain
Cross-Reference Information
This function calls
This function is called by
Produced by mat2html on Wed Jul 29 15:43:40 2009
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