2012•Computer Engineering and Applications JournalOpen access

Sparse embedding algorithm based on expanding local neighborhood

Huang Dong

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Abstract

Nonlinear manifold learning methods for dimensionality reduction are widely applied to face recognition,intrusion detection and sensor networks,etc.However,few manifold learning algorithms can deal effectively with sparse data.This paper proposes a sparse embedding algorithm based on conceptual framework of Local Linear Embedding algorithm(LLE),which can achieve the purpose of extensive overlapping of information by expanding and strengthening local neighborhood information in the case of sparse samples.The experimental results on sparse artificial and face datasets show that the proposed algorithm generates a better embedding and classification result.

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What this paper is about

Nonlinear manifold learning methods for dimensionality reduction are widely applied to face recognition,intrusion detection and sensor networks,etc.However,few manifold learning algorithms can deal effectively with sparse data.This paper proposes a sparse embedding algorithm based on conceptual framework of Local Linear Embedding algorithm(LLE),which can achieve the purpose of extensive overlapping of information by expanding and strengthening local neighborhood information in the case of sparse samples.The experimental results on sparse artificial and face datasets show that the proposed algorithm generates a better embedding and classification result.

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Available abstract

Nonlinear manifold learning methods for dimensionality reduction are widely applied to face recognition,intrusion detection and sensor networks,etc.However,few manifold learning algorithms can deal effectively with sparse data.This paper proposes a sparse embedding algorithm based on conceptual framework of Local Linear Embedding algorithm(LLE),which can achieve the purpose of extensive overlapping of information by expanding and strengthening local neighborhood information in the case of sparse samples.The experimental results on sparse artificial and face datasets show that the proposed algorithm generates a better embedding and classification result.

Key concepts: Nonlinear dimensionality reduction, Embedding, Computer science, Dimensionality reduction, Face (sociological concept), Manifold (fluid mechanics), Sparse approximation, Algorithm

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