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A novel discrete cuckoo search algorithm-based selective mapping technique to minimize the peak-to-average power ratio of universal filtered multicarrier signal

机译:一种新型离散的杜鹃搜索算法的选择性映射技术,以最小化通用滤波多载波信号的峰平均功率比

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摘要

The universal filtered multicarrier (UFMC), which has emerged as a product of the intensive studies carried out for developing alternative waveforms compatible with the oncoming fifth generation (5G) technology, has rapidly become one of the few waveforms considered seriously to be utilized in the next generation telecommunication systems due to its exclusive features. However, high peak-to-average power ratio (PAPR) problem specific to the multicarrier waveforms is waiting for researchers as the primary issue to be tackled in the UFMC waveform. To address this issue, an efficient PAPR reduction scheme called discrete cuckoo search algorithm-based selective mapping (DCS-SLM) is suggested in this paper. While creating the proposed DCS-SLM scheme, in order to make the original CS algorithm suitable to be integrated into the conventional SLM method, a novel DCS algorithm was developed. Thanks to the related DCS algorithm, it becomes possible in the SLM technique to perform phase sequence optimization, which is a combinatorial optimization process that can be carried out in discrete space. It is clearly observed from the simulation results that the integration of our novel DCS algorithm to create a new PAPR reduction technique called DCS-SLM leads to a remarkable performance improvement in the conventional SLM method due to the DCS-based phase optimization through which the PAPR of UFMC signals are reduced to minimum levels.
机译:通用过滤的多载波(UFMC)出现作为用于开发与兼容的第五代(5G)技术兼容的替代波形进行的密集研究的产品,它迅速成为严重所考虑的少数波形之一下一代电信系统由于其独家功能。然而,对于多载波波形特异的高峰平均功率比(PAPR)问题正在等待研究人员作为在UFMC波形中解决的主要问题。为了解决这个问题,在本文中提出了一种称为离散杜鹃搜索算法的有效PAPR减少方案的选择性映射(DCS-SLM)。在创建所提出的DCS-SLM方案时,为了使原始的CS算法适于集成到传统的SLM方法中,开发了一种新型DCS算法。由于相关的DCS算法,可以在SLM技术中执行相位序列优化,这是可以在离散空间中执行的组合优化过程。从模拟结果中清楚地观察到我们的新型DCS算法的集成,以创建名为DCS-SLM的新PAPR降低技术,导致传统SLM方法的显着性能改善,因为PAPR的基于DCS的相位优化UFMC信号减少到最小水平。

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