IEEE Trans Cybern. 2018 May;48(5):1605-1618. doi: 10.1109/TCYB.2017.2710205. Epub 2017 Jun 8.
Classifier fusion is an efficient strategy to improve the classification performance for the complex pattern recognition problem. In practice, the multiple classifiers to combine can have different reliabilities and the proper reliability evaluation plays an important role in the fusion process for getting the best classification performance. We propose a new method for classifier fusion with contextual reliability evaluation (CF-CRE) based on inner reliability and relative reliability concepts. The inner reliability, represented by a matrix, characterizes the probability of the object belonging to one class when it is classified to another class. The elements of this matrix are estimated from the -nearest neighbors of the object. A cautious discounting rule is developed under belief functions framework to revise the classification result according to the inner reliability. The relative reliability is evaluated based on a new incompatibility measure which allows to reduce the level of conflict between the classifiers by applying the classical evidence discounting rule to each classifier before their combination. The inner reliability and relative reliability capture different aspects of the classification reliability. The discounted classification results are combined with Dempster-Shafer's rule for the final class decision making support. The performance of CF-CRE have been evaluated and compared with those of main classical fusion methods using real data sets. The experimental results show that CF-CRE can produce substantially higher accuracy than other fusion methods in general. Moreover, CF-CRE is robust to the changes of the number of nearest neighbors chosen for estimating the reliability matrix, which is appealing for the applications.
分类器融合是一种提高复杂模式识别问题分类性能的有效策略。在实践中,要结合的多个分类器可以具有不同的可靠性,适当的可靠性评估在融合过程中对于获得最佳分类性能起着重要作用。我们提出了一种基于内部可靠性和相对可靠性概念的用于分类器融合的上下文可靠性评估(CF-CRE)的新方法。内部可靠性由一个矩阵表示,该矩阵描述了当对象被分类到另一个类时属于一个类的概率。该矩阵的元素是通过对象的最近邻来估计的。在置信函数框架下开发了一个谨慎折扣规则,根据内部可靠性来修正分类结果。相对可靠性是基于新的不兼容性度量来评估的,该度量通过对每个分类器在组合之前应用经典证据折扣规则来减少分类器之间的冲突水平。内部可靠性和相对可靠性捕获了分类可靠性的不同方面。折扣后的分类结果与 Demspter-Shafer 规则相结合,用于最终的类别决策支持。使用真实数据集评估了 CF-CRE 的性能,并与主要的经典融合方法进行了比较。实验结果表明,CF-CRE 通常可以比其他融合方法产生更高的准确性。此外,CF-CRE 对用于估计可靠性矩阵的最近邻数量的变化具有鲁棒性,这对于应用非常有吸引力。