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arXiv 2302.02001cs.ITcs.NImath.IT
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空间网络演算与无线网络中的性能保证

Spatial Network Calculus and Performance Guarantees in Wireless Networks

Ke Feng, François Baccelli

AI总结:

本文提出空间网络演算,通过定义球/散粒噪声调节(上约束干扰)和空洞调节(下约束信号),为大规模无线网络所有链路提供SINR上界和端到端时延保证,适用于D2D、自组织和蜂窝网络。

摘要:

本文针对任意大规模无线网络中所有链路的性能保证问题,提出了一种新颖的方法。该方法引入了一种空间网络演算,包括平稳点过程的空间调节性质以及该调节演算的初步步骤,这可以看作是经典网络演算在空间上的扩展。具体而言,定义了两类调节:一类包括球调节和散粒噪声调节,它们被证明是等价的,并对干扰进行上约束;另一类包括空洞调节,它对信号功率进行下约束。这些调节分别在强意义和弱意义下定义:前者要求调节在空间各处成立,而后者仅要求调节在联合平稳点过程观测下成立。利用这种方法,我们在适当的调节下推导了设备到设备、自组织和蜂窝网络中的性能保证。我们给出了所有链路上SINR的通用上界,这基于信息论可达性提供了链路服务保证。这些保证与经典网络演算相结合,为无线排队网络中的所有数据包提供了端到端时延保证。在未进行空间调节的网络中,例如泊松网络,这种保证是不存在的。

英文摘要:

This work develops a novel approach toward performance guarantees for all links in arbitrarily large wireless networks. It introduces a spatial network calculus, consisting of spatial regulation properties for stationary point processes and the first steps of a calculus for this regulation, which can be seen as an extension to space of the classical network calculus. Specifically, two classes of regulations are defined: one includes ball regulation and shot-noise regulation, which are shown to be equivalent and upper constraint interference; the other one includes void regulation, which lower constraints the signal power. These regulations are defined both in the strong and weak sense: the former requires the regulations to hold everywhere in space, whereas the latter only requires the regulations to hold as observed by a jointly stationary point process. Using this approach, we derive performance guarantees in device-to-device, ad hoc, and cellular networks under proper regulations. We give universal bounds on the SINR for all links, which gives link service guarantees based on information-theoretic achievability. They are combined with classical network calculus to provide end-to-end latency guarantees for all packets in wireless queuing networks. Such guarantees do not exist in networks that are not spatially regulated, e.g., Poisson networks.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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