基于噪声和无噪声二值分类器的纠错输出编码性能评价。

IF 6.6 2区 计算机科学 Q1 COMPUTER SCIENCE, ARTIFICIAL INTELLIGENCE
Gendo Kumoi, Hideki Yagi, Manabu Kobayashi, Masayuki Goto, Shigeichi Hirasawa
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引用次数: 0

摘要

纠错输出编码(ECOC)是一种利用给定二值分类器的组合构造多值分类器的方法。基于编码理论的框架,ECOC可以在某些二元分类器输出错误的情况下,通过其他二元分类器估计出正确的类别。表示这些二元分类器组合的码字表在ECOC中很重要。已知ECOC在实际数据上具有良好的实验性能。然而,由于分类问题的复杂性,很难对分类性能进行详细的分析。因此,对ECOC的理论分析尚未展开。在本研究中,如果一个二值分类器输出的估计后验概率有误差,那么这个二值分类器就是有噪声的。相反,如果一个二值分类器输出的是真实的后验概率,那么这个二值分类器就是无噪声的。对ECOC进行了理论分析,讨论了带噪声二分类器码字表的最优性和带噪声二分类器码字表的错误率。评价结果表明,码字表的汉明距离是一个重要的指标。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Performance Evaluation of Error-Correcting Output Coding Based on Noisy and Noiseless Binary Classifiers.

Error-correcting output coding (ECOC) is a method for constructing a multi-valued classifier using a combination of given binary classifiers. ECOC can estimate the correct category by other binary classifiers even if the output of some binary classifiers is incorrect based on the framework of the coding theory. The code word table representing the combination of these binary classifiers is important in ECOC. ECOC is known to perform well experimentally on real data. However, the complexity of the classification problem makes it difficult to analyze the classification performance in detail. For this reason, theoretical analysis of ECOC has not been conducted. In this study, if a binary classifier outputs the estimated posterior probability with errors, then this binary classifier is said to be noisy. In contrast, if a binary classifier outputs the true posterior probability, then this binary classifier is said to be noiseless. For a theoretical analysis of ECOC, we discuss the optimality for the code word table with noiseless binary classifiers and the error rate for one with noisy binary classifiers. This evaluation result shows that the Hamming distance of the code word table is an important indicator.

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来源期刊
International Journal of Neural Systems
International Journal of Neural Systems 工程技术-计算机:人工智能
CiteScore
11.30
自引率
28.80%
发文量
116
审稿时长
24 months
期刊介绍: The International Journal of Neural Systems is a monthly, rigorously peer-reviewed transdisciplinary journal focusing on information processing in both natural and artificial neural systems. Special interests include machine learning, computational neuroscience and neurology. The journal prioritizes innovative, high-impact articles spanning multiple fields, including neurosciences and computer science and engineering. It adopts an open-minded approach to this multidisciplinary field, serving as a platform for novel ideas and enhanced understanding of collective and cooperative phenomena in computationally capable systems.
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