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Adaptation and Recovery Stages for Case-Based Reasoning Systems Using Bayesian Estimation and Density Estimation with Nearest Neighbors

机译:使用贝叶斯估计和最近邻居密度估计的基于案例推理系统的适应和恢复阶段

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When searching for better solutions that improve the medical diagnosis accuracy, Case-Based reasoning systems (CBR) arise as a good option. This article seeks to improve these systems through the use of parametric and non-parametric probability estimation methods, particularly, at their recovery and adaptation stages. To this end, a set of experiments are conducted with two essentially different, medical databases (Cardiotocography and Cleveland databases), in order to find good parametric and non-parametric estimators. The results are remarkable as a high accuracy rate is achieved when using explored approaches: Naive Bayes and Nearest Neighbors (K-NN) estimators. In addition, a decrease on the involved processing time is reached, which suggests that proposed estimators incorporated into the recovery and adaptation stage becomes suitable for CBR systems, especially when dealing with support for medical diagnosis applications.
机译:当搜索改善医学诊断精度的更好解决方案时,基于案例的推理系统(CBR)是一个好的选择。本文旨在通过使用参数和非参数概率估计方法来改进这些系统,特别是在其恢复和适应阶段。为此,一组实验由两个基本上不同的医疗数据库(CardioCography和Clyveland数据库)进行,以找到良好的参数和非参数估计。当使用探索方法时,结果达到了高精度率,结果是显着的:天真贝叶斯和最近的邻居(K-NN)估计。此外,达到涉及的处理时间的减少,这表明提出的估算器掺入回收和适应阶段的估计适用于CBR系统,特别是在处理用于医疗诊断应用的支持时。

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