Irregular repetition slotted aloha (IRSA) is a massive random access protocol which can be used to serve a large number of users while achieving a packet loss rate (PLR) close to zero. However, if the number of users is too high, then the system is interference limited and the PLR is close to one. In this paper, we propose a variant of IRSA in the interference limited regime, namely Censored-IRSA (C-IRSA), wherein users with poor channel states censor themselves from transmitting their packets. We theoretically analyze the throughput performance of C-IRSA via density evolution. Using this, we derive closed-form expressions for the optimal choice of the censor threshold which maximizes the throughput while achieving zero PLR among uncensored users. Through extensive numerical simulations, we show that C-IRSA can achieve a 4$\times$ improvement in the peak throughput compared to conventional IRSA.
翻译:IRSA(IRSA)是一个庞大的随机访问协议,可以用来为大量用户服务,同时实现接近零的包损失率(PLR),然而,如果用户数量太高,那么系统就会受到一定的干扰,PLR也接近于一个。在本文中,我们提议了IRSA在有限干预制度中的替代方案,即Censored-IRSA(C-IRSA),其中频道状况差的用户会自行检查其包件的传输情况。我们从理论上分析了C-IRSA通过密度变化的吞吐性能。我们利用这个方法,为最佳选择检查阈值提供了封闭式表达方式,该阈值在未受检查的用户中最大限度地增加吞吐量,同时达到零的PLR。我们通过广泛的数字模拟,表明C-IRSA(C)能够比传统的IRSA(IRSA)在高峰的吞吐量方面实现4倍的改善。</s>