Need clarification on Prediction errors

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Need clarification on Prediction errors

by aramki :: Rate this Message:

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June/30/2009

Could you clarify the following on prediction errors.

Which error i should take for comparing the algorithms.

Last time you clarified that correlation coefficient cannot a parameter for selecting the best predicting algorithm.

Now if you compare the MLP vs RF MLP has low Absolute errors where as RF has lower squared errors.

Pl clarify which algorithm i should consider for my numeric prediction.

Description

MLP -4H

RF

Correlation coefficient                 

0.247

0.535

Mean absolute error                     

3.692

3.742

Root mean squared error                 

4.915

4.6

Relative absolute error                

57.59 %

58.37%

Root relative squared error            

72.67 %

68.10%


Thanks in advance.

with warm regards

A.Ramakrishnan

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Re: Need clarification on Prediction errors

by Peter Reutemann-3 :: Rate this Message:

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> Could you clarify the following on prediction errors.
>
> Which error i should take for comparing the algorithms.
>
> Last time you clarified that correlation coefficient cannot a parameter for
> selecting the best predicting algorithm.
>
> Now if you compare the MLP vs RF MLP has low Absolute errors where as RF has
> lower squared errors.
>
> Pl clarify which algorithm i should consider for my numeric prediction.
>
> Description
>
> MLP -4H
>
> RF
>
> Correlation coefficient
>
> 0.247
>
> 0.535
>
> Mean absolute error
>
> 3.692
>
> 3.742
>
> Root mean squared error
>
> 4.915
>
> 4.6
>
> Relative absolute error
>
> 57.59 %
>
> 58.37%
>
> Root relative squared error
>
> 72.67 %
>
> 68.10%

To be honest, both models don't seem to perform very well. Correlation
coefficient (CC) should be close to 1 (somewhere above 0.95) and root
relative squared error (RRSE) should be close to 0% (definitely below
10%). But then I don't know what data your dealing.
If I had to choose from those two models, I'd go for the RF one, as
the CC is higher and RRSE is lower. But that's just my 2c.

Cheers, Peter
--
Peter Reutemann, Dept. of Computer Science, University of Waikato, NZ
http://www.cs.waikato.ac.nz/~fracpete/           Ph. +64 (7) 858-5174

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