Neural network work better with small dataset than largest one ?
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afef
el 7 de Jun. de 2017
Comentada: afef
el 11 de Jun. de 2017
Hi,i create neural network using nprtool at the begining i used input matrix with 9*981 but i got accuracy in the confusion matrix of 65% then i reduced the samples and i used input matrix with 9*102 and i got accuracy of 94.1% . So is this possible and correct ? and i want to know what's the reason for that.
Thanks
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Jeong_evolution
el 7 de Jun. de 2017
Editada: Jeong_evolution
el 7 de Jun. de 2017
If the Input parameter in historical dataset(9*102) is highly correlated(important) with the target, it is possible. And I think historical dataset(9*981) is increased, but it seems to be decreases in correlation or Importance to the target.
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Jeong_evolution
el 7 de Jun. de 2017
Editada: Jeong_evolution
el 7 de Jun. de 2017
Input parameter = Input
target = output
historical dataset = Input+Output(=all dataset)
If you let me know the characteristic of dataset, I will let you know as far as I know.
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Jeong_evolution
el 7 de Jun. de 2017
Add, you have to select Input parameters that is more related with target before using NN.
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Greg Heath
el 10 de Jun. de 2017
With respect to the original question:
You really cannot deduce anything worthwhile about performance on the N = 981 dataset by using one subset of n = 102. Also, it is not clear if the 102 are all training data or are divided into trn/val/tst subsets.
A more rigorous approach would be to use m-fold cross validation which uses data RANDOMLY divided into m subsets of size M ~= 981/m. This can be repeated as many times as you want because all of the data is randomly distributed. In particular you can optimize m and separate the 3 trn/val/tst performances.
Note that this is different from traditional stratified m-fold crossval where each point is only in one of the m subsets. However, it is MUCH easier to implement and can be repeated as many times as needed to reduce prediction uncertainties.
Hope this helps.
Thank you for formally accepting my answer
Greg
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