Imbalanced Large Graph Learning Framework for FPGA Logic Elements Packing Prediction
Zhixiong Di, Runzhe Tao, Lin Chen, Qiang Wu, Yibo Lin

TL;DR
This paper introduces ImLG, an imbalanced large graph learning framework for predicting FPGA logic element packing, which improves prediction accuracy and aids in optimizing FPGA placement and routing.
Contribution
The paper presents novel feature extraction, aggregation, and imbalanced learning techniques tailored for large circuit graphs in FPGA packing prediction.
Findings
F1 score improved by 42.82% over previous methods.
Assists FPGA placement by reducing routed wirelength by 0.93%.
Enhances SLICE occupation efficiency by 0.89%.
Abstract
Packing is a required step in a typical FPGA CAD flow. It has high impacts to the performance of FPGA placement and routing. Early prediction of packing results can guide design optimization and expedite design closure. In this work, we propose an imbalanced large graph learning framework, ImLG, for prediction of whether logic elements will be packed after placement. Specifically, we propose dedicated feature extraction and feature aggregation methods to enhance the node representation learning of circuit graphs. With imbalanced distribution of packed and unpacked logic elements, we further propose techniques such as graph oversampling and mini-batch training for this imbalanced learning task in large circuit graphs. Experimental results demonstrate that our framework can improve the F1 score by 42.82% compared to the most recent Gaussian-based prediction method. Physical design results…
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Taxonomy
TopicsVLSI and FPGA Design Techniques · VLSI and Analog Circuit Testing · Integrated Circuits and Semiconductor Failure Analysis
