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The main issue in the kernel-based learning methods is to identify the most suitable kernel function. A number of algorithms have been proposed to automatically learn the kernel function/matrix from the labeled examples. However, some of these methods do not assume any parametric form of the kernel functions and interpretability is not possible. Evolutionary algorithms have also been used to evolve the parameter values for a given kernel function. In particular, [41] proposed a parallel evolutionary algorithm to learn optimal parameters in a Gaussian kernel. When Gaussian kernels are used, the resulting SVM corresponds to an RBF network. In this case, hidden neurons and support vectors correspond to each other, thus giving interpretability to the learning machine. 6.4.1.1 Structure Interpretability. The SVM works by mapping the input space into a high-dimensional feature space using a set of nonlinear basis functions [42]. It can be used either in classi cation or regression tasks. The framework was originally designed for pattern recognition, but the basic properties carry over to regression by choosing a suitable cost function, for example, the einsensitive or Vapnik s loss function. Instead of minimizing the empirical training error, like traditional methods, the support vector machine aims at minimizing an upper bound of the generalization error, nding a separating hyperplane and maximizing the margin between the hyperplane and the training data. An SVM with Gaussian kernels belongs to a general class of local model function estimators and can be interpreted as an output of a fuzzy system. However, the SVM solution does not guarantee real model transparency. It guarantees only that the linear combination of local basis functions accurately approximates the true function. The free download barcode scanner for java mobile Java Barcode Generator Program with Source Code - Genuine Coder
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