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Laplacian Smoothing Transform (LST) for Face Recognition

by Suicheng Gu

 

10 Mar 2009

LST code in matlab.

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Description

Subspace learning based face recognition methods have attracted many researchers’ interests in recent years. In this
paper, a novel Laplacian Smoothing Transform (LST) is proposed to transform an image into a sequence, by which low frequency
features of an image can be easily extracted for a subspace learning method for face recognition. Generally, the LST is able to be used as a pre-processing method of a learning method for a face recognition. Extensive experimental results show that the LST method performs better than other preprocessing methods, such as discrete cosine transform, principal component analysis and discrete wavelet transform, on ORL, Yale and PIE face databases. Under the leave one out strategy, the best performance on the ORL and Yale face databases is 99:25% and 99:4%, however, In this paper, we improve both to 100% with a fast linear feature extraction method for
the first time.

MATLAB release MATLAB 7.4 (R2007a)
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Comments and Ratings (3)
18 Jan 2011 Rathika Rajaguru

Hi,
  I didn't get the result sir,Give the guidelines of How I get the result?

Regards,

Rathika Rajaguru V

02 Feb 2011 Suicheng Gu

Just run `LST_example.m', you will get the following in the command window:

**** An example of LST ****
--> Loading data...
--> Computing LST Basis...
--> Error rates on Yale database:
(Leave-one-out strategy, NN classifier)
Dimension reduction by LST: 7.88%
Dimension reduction by LST + LDA(FLD): 0.00%

21 Nov 2011 Biswajit Das

Sir, I download & run this file. But my problem is, how can I use different databese for getting new result to verification. Can you get me the more explanetion.

                    Biswajit

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Tag Activity for this File
Tag Applied By Date/Time
frequency transform Suicheng Gu 11 Mar 2009 10:43:22
dimensional reduction Suicheng Gu 11 Mar 2009 10:43:22
feature extraction Suicheng Gu 11 Mar 2009 10:43:22
face recognition Suicheng Gu 11 Mar 2009 10:43:22

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