Enlarging the Time Budget for Neural Network Based Predictors for Access Interval Prediction

Simon Friedrich, Arjun Sivasankar, E. Matús, Gerhard Fettweis
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Abstract

Embedded systems implemented on a single chip commonly contain several Processing Elements (PEs). To optimize both area and energy efficiency, these individual PEs are often linked to the same Tightly Coupled Memory (TCM). Nonetheless, the advantage of memory sharing is offset by potential conflicts. Recently introduced systems with offline conflict detection and memory arbitration avoid the performance degradation of online arbiters. Access Interval Prediction (AIP) is exploited to detect the conflicts offline by forecasting the time interval between two memory accesses. In this context, neural network models for time-series prediction are the State-of-the-Art AIP units. However, the influence of the latency of these neural network predictors on the accuracy of the AIP system has not been considered yet. Our analysis shows a significant degradation of the system accuracy by the predictor latency. To enlarge the time budget for calculation, we introduce a novel neural network AIP predictor that predicts the next-but-one memory access. Further, we present an advanced system model that integrates two independent next-but-one predictors. By combining multiple predictors, we can maintain the high accuracy of the AIP system even for implementations that exhibit high latency. For example, our system model demonstrates a 2.59 times higher accuracy compared to the State-of-the-Art AIP with neural networks when executing the models with a latency of 5 cycles.
扩大基于神经网络预测器的访问间隔预测的时间预算
在单个芯片上实现的嵌入式系统通常包含多个处理元件(PE)。为了优化面积和能效,这些单个处理单元通常与同一个紧密耦合内存(TCM)相连。然而,内存共享的优势被潜在的冲突所抵消。最近推出的离线冲突检测和内存仲裁系统避免了在线仲裁器的性能下降。访问间隔预测(AIP)是通过预测两次内存访问之间的时间间隔来实现离线冲突检测的。在这种情况下,用于时间序列预测的神经网络模型是最先进的 AIP 单元。然而,这些神经网络预测器的延迟对 AIP 系统准确性的影响尚未得到考虑。我们的分析表明,预测器的延迟会显著降低系统精度。为了扩大计算的时间预算,我们引入了一种新型神经网络 AIP 预测器,它能预测下一次但只有一次的内存访问。此外,我们还提出了一种先进的系统模型,该模型集成了两个独立的下一位预测器。通过结合多个预测器,我们可以保持 AIP 系统的高准确性,即使在实现高延迟的情况下也是如此。例如,当执行延迟为 5 个周期的模型时,我们的系统模型比使用神经网络的最新 AIP 系统高出 2.59 倍。
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