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Titlebook: Energy Minimization Methods in Computer Vision and Pattern Recognition; 5th International Wo Anand Rangarajan,Baba Vemuri,Alan L. Yuille Co

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Optimizing the Cauchy-Schwarz PDF Distance for Information Theoretic, Non-parametric Clusteringochastic approximation of the gradients. The computational complexity of the algorithm is .(.), . ≪ ., where . is the total number of data patterns and . is the number of data patterns used in the stochastic approximation. We show that the new algorithm is capable of performing well on several odd-shaped and irregular data sets.
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Maximum-Likelihood Estimation of Biological Growth Variables). In order to estimate these variables – seed placements and RDFS – we first estimate optimal deformation from magnetic resonance image data, and then utilize an iterative solution to reach maximum-likelihood estimates. We demonstrate this approach using MRI images of human brain growth.
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Relaxation of Hard Classification Targets for LSE Minimizationpplied to a plug-in full multivariate polynomial model and a reduced model on synthetic data sets to illustrate the idea. Additional experiments were performed using real-world data from the UCI[1] data repository to derive certain empirical evidence.
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