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Titlebook: Robustness in Statistical Pattern Recognition; Yurij Kharin Book 1996 Springer Science+Business Media Dordrecht 1996 classification.cluste

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Yurij Kharinzieht jedes Jahr nationale und internationale Aussteller und Besucher an. B2B-Messen sind unentbehrliche Ertragsbringer im unternehmerischen Kommunikationsportfolio. Doch wie entwickelt sich die zukünftige Nachfrage nach diesem Kommunikationsinstrument? Veränderungen in der Kommunikationslandschaft
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zieht jedes Jahr nationale und internationale Aussteller und Besucher an. B2B-Messen sind unentbehrliche Ertragsbringer im unternehmerischen Kommunikationsportfolio. Doch wie entwickelt sich die zukünftige Nachfrage nach diesem Kommunikationsinstrument? Veränderungen in der Kommunikationslandschaft
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Decision Rule Robustness under Distortions of Training Samples,tistically dependent. We estimate the robustness factor and analyze its dependence on sample sizes, distortion levels, and other factors. We construct new decision rules with higher order of robustness and illustrate their stability by computer results.
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Cluster Analysis under Distorted Model Assumptions, of “run structure” in the observed samples; 3) Markov dependence of class indices; 4) presence of outliers in the observed samples. Estimates for robustness of traditional decision rules are found, and new cluster analysis procedures are constructed for the indicated types of distortions.
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Robustness of Parametric Decision Rules and Small-sample Effects,otic expansion for risk functional and construct general asymptotic expansions and approximations for the robustness factor. High accuracy of these approximations is demonstrated by computer experiments.
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Decision Rule Robustness under Distortions of Observations to be Classified,ibutions. Using the asymptotic expansion method, we find estimates for the robustness factor and critical distortion levels (“breakdown points”). We also construct robust decision rules that minimize the guaranteed risk value.
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Book 1996ntal data are violated (disturbed). Pattern recognition theory is the field of applied mathematics in which prin­ ciples and methods are constructed for classification and identification of objects, phenomena, processes, situations, and signals, i. e. , of objects that can be specified by a finite s
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Probability Models of Data and Optimal Decision Rules,lds, and random sets. Optimal (Bayesian) decision rules minimizing the classification risk are specified. These decision rules are defined in discrete and continuous spaces of feature variables. The computational formulae for risk are given.
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