In 2000, Saul and Roweis proposed locally linear embedding as a tool for nonlinear dimensionality reduction [1,2]. In this paper, we modify the LLE algorithm and formulate it as a classifier in a manner reminiscent of He et al [3] and name it after Roweis and Saul. Our experiments with the ORL, YALE, FERET face databases and MNIST handwritten database show that our classifier has recognition rates of 95.41%, 95.55%, 95.41% and 92.50% respectively, clearly outperforming the baseline PCA and LDA classifiers well as the recently proposed Laplacianfaces. We propose a modification to the training phase of the classifier by perturbing the within class entries of the reconstruction matrix constructed during the training phase. This perturbation le...
There is a great interest in dimensionality reduction techniques for tackling the problem of high-di...
We present an approach to recognizing faces with vary-ing appearances which also considers the relat...
and Laplacianfaces (LAP) are three recently proposed methods which can effectively learn linear proj...
AbstractWe present a novel dimension reduction method for classification based on probability-based ...
Locally Linear Embedding (LLE) is a nonlinear spectral dimensionality reduction and manifold learnin...
Linear discriminant analysis (LDA) as a dimension reduction method is widely used in classification ...
Bayes Rule and Nearest Neighbour Rule are two basic classifiers for face recognition. This article d...
The curse of dimensionality is pertinent to many learning algorithms, and it denotes the drastic in...
Dimensionality reduction (DR) is often used as a preprocessing step in classification, but usually o...
summary:We propose a new method to construct piecewise linear classifiers. This method constructs hy...
Roweis ST, Lawrence LK. Nonlinear Dimensionality Reduction by Locally Linear Embedding. Science. 200...
Abstract. The locally linear embedding (LLE) algorithm can be used to discover a low-dimensional sub...
Abstract. The locally linear embedding (LLE) algorithm can be used to discover a low-dimensional sub...
Abstract—Based on linear regression techniques, we present a new supervised learning algorithm calle...
Abstract. “The curse of dimensionality ” is pertinent to many learning algorithms, and it denotes th...
There is a great interest in dimensionality reduction techniques for tackling the problem of high-di...
We present an approach to recognizing faces with vary-ing appearances which also considers the relat...
and Laplacianfaces (LAP) are three recently proposed methods which can effectively learn linear proj...
AbstractWe present a novel dimension reduction method for classification based on probability-based ...
Locally Linear Embedding (LLE) is a nonlinear spectral dimensionality reduction and manifold learnin...
Linear discriminant analysis (LDA) as a dimension reduction method is widely used in classification ...
Bayes Rule and Nearest Neighbour Rule are two basic classifiers for face recognition. This article d...
The curse of dimensionality is pertinent to many learning algorithms, and it denotes the drastic in...
Dimensionality reduction (DR) is often used as a preprocessing step in classification, but usually o...
summary:We propose a new method to construct piecewise linear classifiers. This method constructs hy...
Roweis ST, Lawrence LK. Nonlinear Dimensionality Reduction by Locally Linear Embedding. Science. 200...
Abstract. The locally linear embedding (LLE) algorithm can be used to discover a low-dimensional sub...
Abstract. The locally linear embedding (LLE) algorithm can be used to discover a low-dimensional sub...
Abstract—Based on linear regression techniques, we present a new supervised learning algorithm calle...
Abstract. “The curse of dimensionality ” is pertinent to many learning algorithms, and it denotes th...
There is a great interest in dimensionality reduction techniques for tackling the problem of high-di...
We present an approach to recognizing faces with vary-ing appearances which also considers the relat...
and Laplacianfaces (LAP) are three recently proposed methods which can effectively learn linear proj...