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Graph representations of frequency duplexing used for interference elimination

机译:用于消除干扰的频率双工的图形表示

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Interference elimination is a key aspect of planning and operating wireless networks. Using frequency duplex links is a common practice, where the communication is done via two channels separated in frequency. An optimization problem is how to allocate the channels in the frequency duplex in order to reduce or completely eliminate the interference might occur between links. In a previous paper we revealed the unexpected difference between this problem and polarization setting if the sharpness of the applied beam widths is relaxed in such microwave networks. In this paper we extend the graph theory based approach of this problem and generalize the special cases of the previous study.
机译:消除干扰是规划和操作无线网络的关键方面。使用频率双工链路是一种常见的做法,其中通信是通过两个频率分开的信道进行的。一个优化问题是如何在频率双工中分配信道,以减少或完全消除链路之间可能发生的干扰。在先前的论文中,我们揭示了如果在这样的微波网络中放宽波束宽度的清晰度,则该问题与极化设置之间会出现意想不到的差异。在本文中,我们扩展了基于图论的问题解决方法,并归纳了先前研究的特殊情况。

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