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arXiv 2301.01276cs.ITcs.GTcs.NIeess.SPmath.IT
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存在幂约束附着体时幂约束附着体的信息年龄

Age of Information of a Power Constrained Scheduler in the Presence of a Power Constrained Adversary

Subhankar Banerjee, Sennur Ulukus, Anthony Ephremides

摘要:

我们考虑一个时隙通信网络,由一个基站(BS),一个对手,$N$用户和$N_s$通信信道。BS和对手都具有平均功率约束,并且更新分组的成功传输的概率取决于BS的传输功率和对手的阻塞功率。我们提供了一个普遍的下限为这个通信网络的平均年龄。证明了在任意可行的发射功率选择策略下,统一调度算法是$4$最优的,最大年龄用户选择策略是$2$最优的.在本文的第二部分中,我们考虑的设置,BS选择的传输策略和对手选择一个阻塞的政策,从一组随机平稳的政策。我们表明,该通信网络的纳什均衡点可能存在,也可能不存在。我们发现特殊的情况下,纳什均衡总是存在的。

英文摘要:

We consider a time slotted communication network consisting of a base station (BS), an adversary, $N$ users and $N_s$ communication channels. Both the BS and the adversary have average power constraints and the probability of successful transmission of an update packet depends on the transmission power of the BS and the blocking power of the adversary. We provide a universal lower bound for the average age for this communication network. We prove that the uniform scheduling algorithm with any feasible transmission power choosing policy is $4$ optimal; and the max-age user choosing policy is $2$ optimal. In the second part of the paper, we consider the setting where the BS chooses a transmission policy and the adversary chooses a blocking policy from the set of randomized stationary policies. We show that the Nash equilibrium point may or may not exist for this communication network. We find special cases where the Nash equilibrium always exists.

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