Optimization of Low-Latency Spiking Neural Networks Utilizing Historical Dynamics of Refractory Periods
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Abstract (arXiv)
The refractory period controls neuron spike firing rate, crucial for network stability and noise resistance. With advancements in spiking neural network (SNN) training methods, low-latency SNN applications have expanded. In low-latency SNNs, shorter simulation steps render traditional refractory mechanisms, which rely on empirical distributions or spike firing rates, less effective. However, omitting the refractory period amplifies the risk of neuron over-activation and reduces the system's robustness to noise. To address this challenge, we propose a historical dynamic refractory period (HDRP) model that leverages membrane potential derivative with historical refractory periods to estimate an initial refractory period and dynamically adjust its duration. Additionally, we propose a threshold-dependent refractory kernel to mitigate excessive neuron state accumulation. Our approach retains the binary characteristics of SNNs while enhancing both noise resistance and overall performance. Experimental results show that HDRP-SNN significantly reduces redundant spikes compared to traditional SNNs, and achieves state-of-the-art (SOTA) accuracy both on static datasets and neuromorphic datasets. Moreover, HDRP-SNN outperforms artificial neural networks (ANNs) and traditional SNNs in noise resistance, highlighting the crucial role of the HDRP mechanism in enhancing the performance of low-latency SNNs.
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References · 23
- 2019CutMix: Regularization Strategy to Train Strong Classifiers with Localizable Featurescited by 2,884
- 2017Spatio-Temporal Backpropagation for Training High-performance Spiking Neural Networkscited by 406
- 2022Training High-Performance Low-Latency Spiking Neural Networks by Differentiation on Spike Representationcited by 89
- 2021Advancing Spiking Neural Networks towards Deep Residual Learningcited by 79
- 2022GLIF: A Unified Gated Leaky Integrate-and-Fire Neuron for Spiking Neural Networkscited by 63
- 2023Parallel Spiking Neurons with High Efficiency and Ability to Learn Long-term Dependenciescited by 41
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- 2023Membrane Potential Batch Normalization for Spiking Neural Networkscited by 35
- 2023Direct Learning-Based Deep Spiking Neural Networks: A Reviewcited by 31
- 2024CLIF: Complementary Leaky Integrate-and-Fire Neuron for Spiking Neural Networkscited by 21
- 2024Take A Shortcut Back: Mitigating the Gradient Vanishing for Training Spiking Neural Networkscited by 14
- 2021BSNN: Towards Faster and Better Conversion of Artificial Neural Networks to Spiking Neural Networks with Bistable Neuronscited by 12
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- 2024Balanced Resonate-and-Fire Neuronscited by 12
- 2023Biologically inspired structure learning with reverse knowledge distillation for spiking neural networkscited by 11
- 2024Advancing Training Efficiency of Deep Spiking Neural Networks through Rate-based Backpropagationcited by 8
- 2022Rethinking the role of normalization and residual blocks for spiking neural networkscited by 6
- 2023Are SNNs Truly Energy-efficient? - A Hardware Perspectivecited by 6
- 2021Significant anisotropic neuronal refractory period plasticitycited by 5
- 2023Addressing the speed-accuracy simulation trade-off for adaptive spiking neuronscited by 4
- 2023HoSNN: Adversarially-Robust Homeostatic Spiking Neural Networks with Adaptive Firing Thresholdscited by 3
- 2021A Spiking Central Pattern Generator for the control of a simulated lamprey robot running on SpiNNaker and Loihi neuromorphic boardscited by 2
- 2023Spiking mode-based neural networkscited by 1
- 2023Information dynamics of in; silico EEG Brain Waves: Insights into oscillations and functionscited by 1
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