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Complexity-aware scheduling for an LDPC encoded C-RAN uplink

机译:LDPC编码的C-RAN上行链路的复杂性感知调度

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C-RAN! (C-RAN!) is a new paradigm for wireless networks that centralizes the signal processing in a computing cloud, allowing commodity computational resources to be pooled. While C-RAN improves utilization and efficiency, the computational load occasionally exceeds the available resources, creating a computational outage. This paper provides a mathematical characterization of the computational outage probability for low-density parity check (LDPC) codes, a common class of error-correcting codes. For tractability, a binary erasures channel is assumed. Using the concept of density evolution, the computational demand is determined for a given ensemble of codes as a function of the erasure probability. The analysis reveals a trade-off: aggressively signaling at a high rate stresses the computing pool, while conservatively backing-off the rate can avoid computational outages. Motivated by this trade-off, an effective computationally aware scheduling algorithm is developed that balances demands for high throughput and low outage rates.
机译:C-RAN! (C-RAN!)是一种用于集中计算云中的信号处理的无线网络的新范式,允许汇总商品计算资源。虽然C-RAN提高了利用率和效率,但计算负载偶尔会超过可用资源,从而创建计算中断。本文提供了低密度奇偶校验(LDPC)代码的计算中断概率的数学表征,常见的纠错码类。对于易移动性,假设二进制擦除通道。使用密度演化的概念,根据擦除概率的函数,确定代码的给定集合的计算需求。分析显示了权衡:高速速率的激进信令应力压力计算池,同时保守缩回速率可以避免计算中断。通过该权衡的动力,开发了一种有效的计算意识的调度算法,该算法对高吞吐量和低中断率的余额需求。

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