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On the classification of dynamical data streams using novel 'Anti-Bayesian' techniques

机译:关于使用小说“抗贝叶斯”技术进行动态数据流的分类

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The classification of dynamical data streams is among the most complex problems encountered in classification. This is, firstly, because the distribution of the data streams is non-stationary, and it changes without any prior "warning". Secondly, the manner in which it changes is also unknown. Thirdly, and more interestingly, the model operates with the assumption that the correct classes of previously-classified patterns become available at a juncture after their appearance. This paper pioneers the use of unreported novel schemes that can classify such dynamical data streams by invoking the recently-introduced "Anti-Bayesian" (AB) techniques. Contrary to the Bayesian paradigm, that compare the testing sample with the distribution's central points, AB techniques are based on the information in the distant-from-the mean samples. Most Bayesian approaches can be naturally extended to dynamical systems by dynamically tracking the mean of each class using, for example, the exponential moving average based estimator, or a sliding window estimator. The AB schemes introduced by Oommen et al.., on the other hand, work with a radically different approach and with the non-central quantiles of the distributions. Surprisingly and counter-intuitively, the reported AB methods work equally or close-to-equally well to an optimal supervised Bayesian scheme on a host of accepted Pattern Recognition problems. This thus begs its natural extension to the unexplored arena of classification for dynamical data streams. Naturally, for such an AB classification approach, we need to track the non-stationarity of the quantiles of the classes. To achieve this, in this paper, we develop an AB approach for the online classification of data streams by applying the efficient and robust quantile estimators developed by Yazidi and Hammer [12,37]. Apart from the methodology itself, in this paper, we compare the Bayesian and AB approaches using both real-life and synthetic data. The results demonstrate
机译:动态数据流的分类是分类中遇到的最复杂的问题之一。这首先是因为数据流的分布是非静止的,并且它在没有任何先前的“警告”的情况下改变。其次,改变的方式也是未知的。第三,更有趣的是,该模型的假设是假设先前分类的模式的正确类别在其外观后的一部分中可用。本文通过调用最近引入的“反贝叶斯”(AB)技术,使用未报告的新颖方案,可以使用未报告的新颖方案来分类这种动态数据流。与贝叶斯范式相反,将测试样本与分布的中央点进行比较,AB技术基于远离距离 - 平均样本中的信息。大多数贝叶斯方法可以通过使用例如指数移动平均基于估计器或滑动窗口估计器动态地跟踪每个类的平均值来自然地扩展到动态系统。另一方面,由Oommen等人引入的AB方案用自由基不同的方法和分布的非中央量级工作。令人惊讶地和反直观地,报告的AB方法在一系列接受的模式识别问题上平均或近距离工作。因此,这引起了其自然扩展到用于动态数据流的未开发的分类竞技场。当然,对于这种AB分类方法,我们需要跟踪类别的量级的非实用性。为此,我们通过应用由Yazidi和Hammer开发的有效和鲁棒的定位估计来开发数据流的在线分类AB方法[12,37]。除了方法本身,在本文中,我们使用现实生活和合成数据比较贝叶斯和AB方法。结果表明

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