Extreme Learning Machine for classification and regression

a single hidden layer feed-forward network for regression or classification Trained based on ELM.
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更新 2020/5/30

ライセンスの表示

Extreme Learning Machine ELM is the new dominate training tool for trainig a single hidden layer feed-forward neural network.
the basic learning rules of ELM is presented In these codes.

Important characteristics of this version:
- It extended for usage for both classification and regression.
- It contains functions that normalize the input samples between any desired values.
For classification:
- It allows encoding of the labels of classes into binary codes to satisfy the constraints of Activation functions boundaries.
- After training and in case of prediction the algorithm has the capability to decode again those codes into original labels.
For regression:
- The algorithm also can renormalize the output values after training into original interval.

For any information concerning this code contact me via : berghouttarek@gmail.com

[1] G. Huang, S. Member, H. Zhou, X. Ding, and R. Zhang, “Extreme Learning Machine for Regression and Multiclass Classification,” vol. 42, no. 2, pp. 513–529, 2012.

引用

BERGHOUT Tarek (2024). Extreme Learning Machine for classification and regression (https://www.mathworks.com/matlabcentral/fileexchange/69812-extreme-learning-machine-for-classification-and-regression), MATLAB Central File Exchange. 取得済み .

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ELM_updated

バージョン 公開済み リリース ノート
2.1.0

desription

2.0.0

- encode and decode labels.
- normalize and renormalize training samples.

1.9.0

new description

1.8.0

referances added

1.7.0

some illustration figures have been added.

1.6.0

important referances are added

1.5.0

estimated outputs of training and testing for both regression or classification are added.
the formula of classification rate is optimaized

1.4.0

classification rate code is correct
data dividing function is added
a good example of illustration is added

1.3.0

the code is managed to be very simple and clear to ELM users

1.2.0

classification rate and RMSE

1.1.0

cllassification rate and RMSE value formula for both regression and cllassification were Corrected

1.0.0