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A time-efficient rendezvous algorithm with a full rendezvous degree for heterogeneous cognitive radio networks

机译:异构认知无线电网络中具有完整会合度的高效时间会合算法

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Channel rendezvous is a prerequisite for secondary users (SUs) to set up communications in cognitive radio networks (CRNs). It is expected that the rendezvous can be achieved within a short finite time for delay-sensitive applications and over all available channels to increase the robustness to unstable channels. Some existing works suffer from a small number of rendezvous channels and can only guarantee rendezvous under the undesired requirements such as synchronous clock, homogeneous available channels, predetermined roles and explicit SUs' identifiers (IDs). In this paper, to address these limitations, we employ the notion of Disjoint Set Cover (DSC) and propose a DSC-based Rendezvous (DSCR) algorithm. We first present an approximation algorithm to construct one DSC. The variant permutations of elements in the ingeniously constructed DSC are then utilized to regulate the order of accessing channels, enabling SUs to rendezvous on all available channels within a short duration. We derive the theoretical maximum and expected rendezvous latency and prove the full rendezvous degree of the DSCR algorithm. Extensive simulations show that the DSCR algorithm can significantly reduce the rendezvous latency compared to existing algorithms.
机译:频道集合是辅助用户(SU)在认知无线电网络(CRN)中建立通信的先决条件。对于延迟敏感的应用程序,期望在较短的有限时间内就可以在所有可用通道上实现会合,以增强对不稳定通道的鲁棒性。现有的一些作品受少数集合点信道的困扰,并且只能在不期望的要求下保证集合点,例如同步时钟,同构可用信道,预定角色和显式SU标识符(ID)。在本文中,为了解决这些限制,我们采用了不相交集覆盖(DSC)的概念,并提出了一种基于DSC的集合点(DSCR)算法。我们首先提出一种构造一个DSC的近似算法。然后,巧妙构建的DSC中元素的变体排列可用于调节访问通道的顺序,从而使SU可以在短时间内在所有可用通道上集合。我们推导出理论上的最大和期望的集合点等待时间,并证明DSCR算法的完整集合点程度。大量的仿真表明,与现有算法相比,DSCR算法可以显着减少集合延迟。

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