IEEE International Conference on Identity, Security and Behavior Analysis (ISBA 2015) 2015
DOI: 10.1109/isba.2015.7126365
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Locality Preserving Discriminant Projection

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Cited by 6 publications
(7 citation statements)
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“…Locality Preserving Discriminant Projection [12] Locality Preserving Discriminant Projection (LPDP) [12] aims at achieving maximum separability between different classes keeping the local structure of the data intact. Objective function of LPDP is a combination of maximization and minimization problems as follows: (1) here, b i = w T a i is the projection of the data point a i on the learned transformation matrix w. The objective function ensures that if the data points belong to same class, they should be mapped close to each other in the projection domain whereas the data points belonging to different classes should be mapped far apart assuring maximum separability between classes.…”
Section: Kernelization Of Locality Preserving Discriminant Projecmentioning
confidence: 99%
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“…Locality Preserving Discriminant Projection [12] Locality Preserving Discriminant Projection (LPDP) [12] aims at achieving maximum separability between different classes keeping the local structure of the data intact. Objective function of LPDP is a combination of maximization and minimization problems as follows: (1) here, b i = w T a i is the projection of the data point a i on the learned transformation matrix w. The objective function ensures that if the data points belong to same class, they should be mapped close to each other in the projection domain whereas the data points belonging to different classes should be mapped far apart assuring maximum separability between classes.…”
Section: Kernelization Of Locality Preserving Discriminant Projecmentioning
confidence: 99%
“…Objective function of LPDP is a combination of maximization and minimization problems as follows: (1) here, b i = w T a i is the projection of the data point a i on the learned transformation matrix w. The objective function ensures that if the data points belong to same class, they should be mapped close to each other in the projection domain whereas the data points belonging to different classes should be mapped far apart assuring maximum separability between classes. S and D are the similarity and dissimilarity matrices, details about which can be found in [12]. Weight in the similarity matrix is assigned only if the data points belong to same class, on the other hand, in case of dissimilarity, data points from different classes are considered, thus making the approach supervised.…”
Section: Kernelization Of Locality Preserving Discriminant Projecmentioning
confidence: 99%
See 2 more Smart Citations
“…Discriminant information also plays vital role in forming distinct clusters [25–27], which is completely ignored in both the cases. Locality preserving discriminant projection (LPDP) [28] takes into account both similarity and dissimilarity between the data points while learning the basis, which results in enhanced grouping of data. Analogues to PCA and OLPP, this approach also processes data in vector format and the attained basis are also not orthogonal.…”
Section: Introductionmentioning
confidence: 99%