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Competitive and Fair Throughput for Co-Existing Networks Under Adversarial Interference

机译:对抗性干扰下共存网络的竞争性和公平吞吐量

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This paper initiates the formal study of a fundamental problem: How to efficiently allocate a shared communication medium among a set of K co-existing networks in the presence of arbitrary external interference? While most literature on medium access focuses on how to share a medium among nodes, these approaches are often either not directly applicable to co-existing networks as they would violate the independence requirement, or they yield a low throughput if applied to multiple networks. We present the randomized medium access (MAC) protocol CoMAC which guarantees that a given communication channel is shared fairly among competing and independent networks, and that the available bandwidth is used efficiently. These performance guarantees hold in the presence of arbitrary external interference or even under adversarial jamming. Concretely, we show that the co-existing networks can use a Ω(ε~2 min{ε, 1/poly(K)})-fraction of the non-jammed time steps for successful message transmissions, where ε is the (arbitrarily distributed) fraction of time which is not jammed.
机译:本文启动了对基本问题的正式研究:如何在任意外部干扰存在下有效地分配一组K共存网络之间的共享通信媒体?虽然大多数关于媒体访问的文献侧重于如何在节点中共享媒体,但这些方法通常不会直接适用于共存网络,因为它们会违反独立要求,或者如果应用于多个网络,它们会产生低吞吐量。我们介绍了随机媒体访问(MAC)协议COMAC,其保证给定的通信信道在竞争和独立网络中相当共享,并且可有效使用可用带宽。这些性能保证在存在任意外部干扰或甚至在对抗性干扰的存在下。具体地,共存网络可以使用ω(ε〜2 min {ε,1 / poly(k)}) - 用于成功消息传输的非卡住时间步骤的分数,其中ε是(任意的分布)不堵塞的时间的分数。

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