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Digital Modulation Classifier with Rejection Ability via Greedy Convexhull Learning and Alternative Convexhull Shrinkage in Feature Space

机译:通过贪婪凸壳学习和特征空间中可选的凸壳收缩具有拒绝能力的数字调制分类器

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摘要

Automatic modulation classification is a key technique in wireless communication systems. In practical scenario, the modulation format of a received signal may be new or unknown to classifiers. However, most of existing classifiers compulsively classify the received signal as one of the candidate modulation formats. The rejection ability of a classifier to unknown modulation formats is important in applications. In this paper, a fourth-order cumulant-based classifier with rejection ability is proposed to classify digital modulation formats under additive white Gaussian noise channel. The two fourth-order cumulants are used as the feature vector. The classification with rejection ability boils down to the segmentation problem of the two-dimensional feature space with rejection region. A two-stage optimization is proposed to attain the suboptimal solution of the problem. The greedy convexhull learning algorithm is used to determine the primary decision regions of all the candidate modulation formats from training sets. The primary decision regions have rejection ability but are not always mutually separate. The alternative convexhull shrinkage is presented to separate the primary decision regions at small loss in probability of correct classification (PCC). The proposed classifier is compared with the cumulant-based hierarchical classifier and the K-S classifiers. The results show that besides desired rejection ability it is competitive with these classifiers in PCC.
机译:自动调制分类是无线通信系统中的一项关键技术。在实际情况下,接收信号的调制格式对于分类器而言可能是新的或未知的。但是,大多数现有分类器将接收信号强制分类为候选调制格式之一。分类器对未知调制格式的拒绝能力在应用中很重要。本文提出了一种具有拒绝能力的基于四阶累积量的分类器,以对加性高斯白噪声信道下的数字调制格式进行分类。这两个四阶累积量用作特征向量。具有排斥能力的分类归结为具有排斥区域的二维特征空间的分割问题。为了达到该问题的次优解决方案,提出了两阶段优化方法。贪婪的凸包学习算法用于从训练集中确定所有候选调制格式的主要决策区域。主要决策区域具有拒绝能力,但并不总是相互独立的。提出了替代性的凸包收缩,以较小的正确分类概率(PCC)分离主要决策区域。将提出的分类器与基于累积量的分层分类器和K-S分类器进行比较。结果表明,除所需的排斥能力外,它还与PCC中的这些分类器竞争。

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