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Energy-Efficient Packet Scheduling with Finite Blocklength Codes: Convexity Analysis and Efficient Algorithms

机译:具有有限块长度码的节能分组调度:   凸性分析与有效算法

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摘要

This paper considers an energy-efficient packet scheduling problem overquasi-static block fading channels. The goal is to minimize the total energyfor transmitting a sequence of data packets under the first-in-first-out ruleand strict delay constraints. Conventionally, such design problem is studiedunder the assumption that the packet transmission rate can be characterized bythe classical Shannon capacity formula, which, however, may provide inaccurateenergy consumption estimation, especially when the code blocklength is finite.In this paper, we formulate a new energy-efficient packet scheduling problem byadopting a recently developed channel capacity formula for finite blocklengthcodes. The newly formulated problem is fundamentally more challenging to solvethan the traditional one because the transmission energy function under the newchannel capacity formula neither can be expressed in closed form nor possessesdesirable monotonicity and convexity in general. We analyze conditions on thecode blocklength for which the transmission energy function is monotonic andconvex. Based on these properties, we develop efficient offline packetscheduling algorithms as well as a rolling-window based online algorithm forreal-time packet scheduling. Simulation results demonstrate not only theefficacy of the proposed algorithms but also the fact that the traditionaldesign using the Shannon capacity formula can considerably underestimate thetransmission energy for reliable communications.
机译:本文考虑了准静态块衰落信道上的节能分组调度问题。目的是在先进先出规则和严格的延迟约束下,将用于传输数据包序列的总能量降至最低。常规上,在假设分组传输速率可以通过经典香农容量公式来表征的情况下研究这种设计问题,但是,这可能会提供不准确的能耗估算,尤其是在代码块长度有限的情况下。采用最近开发的有限块长度码的信道容量公式来实现高效的分组调度问题。从根本上说,新提出的问题比传统的问题更具挑战性,因为新信道容量公式下的传输能量函数既不能以闭合形式表示,也通常不具有理想的单调性和凸性。我们分析了代码块长度上传输能量函数是单调和凸的条件。基于这些属性,我们开发了有效的脱机数据包调度算法以及基于滚动窗口的实时数据包调度在线算法。仿真结果不仅证明了所提出算法的有效性,而且还证明了使用香农容量公式的传统设计可能大大低估了可靠通信的传输能量。

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