一种基于DSmT的多类分类组合方案

Nassim Abbas, Y. Chibani, Zineb Belhadi, Mehdia Hedir
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引用次数: 7

摘要

本文提出了一种新的组合方案,减少了需要操作的焦点元数量,从而降低了多类框架中组合过程的复杂性。其基本思想是利用全局方案中涉及的p个信息源,提供p种互补信息,为每一组p个独立的一类支持向量机分类器提供信息,这些支持向量机分类器用于检测同一目标类的离群值,然后通过对每个目标类的似是而非推理理论将这组分类器发出的输出组合起来。这种方法的主要目标是即使在遇到互补性较差的响应时也能提供校准的输出。本文提出了广义基本信念赋值估计的Appriou模型的一个改进版本。所提出的方法允许将n类问题分解为一系列n个组合,同时为多类框架提供n个校准输出。在数字识别应用中验证了该组合算法的有效性,并与现有的基于统计、学习和证据理论的组合算法进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A DSmT based combination scheme for multi-class classification
This paper presents a new combination scheme for reducing the number of focal elements to manipulate in order to reduce the complexity of the combination process in the multi-class framework. The basic idea consists in using of p sources of information involved in the global scheme providing p kinds of complementary information to feed each set of p one class support vector machine classifiers independently of each other, which are designed for detecting the outliers of the same target class, then, the outputs issued from this set of classifiers are combined through the plausible and paradoxical reasoning theory for each target class. The main objective of this approach is to render calibrated outputs even when less complementary responses are encountered. An inspired version of Appriou's model for estimating the generalized basic belief assignments is presented in this paper. The proposed methodology allows decomposing a n-class problem into a series of n-combination, while providing n-calibrated outputs into the multi-class framework. The effectiveness of the proposed combination scheme with proportional conflict redistribution algorithm is validated on digit recognition application and is compared with existing statistical, learning, and evidence theory based combination algorithms.
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