LGNov 10, 2025

A Closer Look at Knowledge Distillation in Spiking Neural Network Training

arXiv:2511.06902v21 citationsh-index: 14Has Code
Originality Incremental advance
AI Analysis

This work addresses training efficiency for SNNs, which are energy-efficient but hard to train, though it is incremental as it builds on existing knowledge distillation techniques.

The paper tackled the challenge of training Spiking Neural Networks (SNNs) by addressing the architectural differences with Artificial Neural Networks (ANNs) in knowledge distillation, introducing two strategies that improved performance on multiple datasets.

Spiking Neural Networks (SNNs) become popular due to excellent energy efficiency, yet facing challenges for effective model training. Recent works improve this by introducing knowledge distillation (KD) techniques, with the pre-trained artificial neural networks (ANNs) used as teachers and the target SNNs as students. This is commonly accomplished through a straightforward element-wise alignment of intermediate features and prediction logits from ANNs and SNNs, often neglecting the intrinsic differences between their architectures. Specifically, ANN's outputs exhibit a continuous distribution, whereas SNN's outputs are characterized by sparsity and discreteness. To mitigate this issue, we introduce two innovative KD strategies. Firstly, we propose the Saliency-scaled Activation Map Distillation (SAMD), which aligns the spike activation map of the student SNN with the class-aware activation map of the teacher ANN. Rather than performing KD directly on the raw %and distinct features of ANN and SNN, our SAMD directs the student to learn from saliency activation maps that exhibit greater semantic and distribution consistency. Additionally, we propose a Noise-smoothed Logits Distillation (NLD), which utilizes Gaussian noise to smooth the sparse logits of student SNN, facilitating the alignment with continuous logits from teacher ANN. Extensive experiments on multiple datasets demonstrate the effectiveness of our methods. Code is available~\footnote{https://github.com/SinoLeu/CKDSNN.git}.

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