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Multiplication-Free Parallelizable Spiking Neurons with Efficient Spatio-Temporal Dynamics

NeurIPS 2025 · Architectures and efficiency › Spiking networks · approach: Sparse efficient spiking sequence models · 2 citations (OpenAlex)

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Proposes a multiplication-free, channel-wise parallelizable spiking neuron with sawtooth dilations and power-of-two (bit-shift) weights, plus an autoselect GPU acceleration algorithm, evaluated on SHD, sequential CIFAR and DVS-Lip.

Problem

Existing parallelizable spiking neurons (PSN, sliding PSN, masked PSN) rely on dense floating-point multiplications and need a large neuron order to learn long-term dependencies, which costs compute and memory and is unsuitable for resource-constrained neuromorphic hardware.

Approach

Channel-wise dilated 1-D convolution over time with sawtooth dilation rates (1,2,3 cycling) to enlarge temporal receptive field at small order k, with weights quantized to powers of two so that multiplication becomes bit-shift, trained with a whole-tensor straight-through estimator.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
replace LIF neurons with mul-free channel-wise PSN in the SNN-delay architectureSHD classification · SHD testaccuracy: 95.07±0.24 -> 95.50±0.36Helped
use mul-free channel-wise PSN instead of PSNSequential CIFAR10 classifier · Sequential CIFAR10accuracy: 88.45 -> 91.17Helped
use mul-free channel-wise PSN instead of PMSNSequential CIFAR100 classifier · Sequential CIFAR100accuracy: 66.08 -> 66.21Helped
replace PLIF neurons with mul-free channel-wise PSN and remove spiking neurons from pooling layersModified Spiking ResNet-18 on DVS-Lip · DVS-Lipaccuracy: 68.1 -> 70.9Helped
use sawtooth dilation instead of no dilation (ablation)Mul-free channel-wise PSN · Pixel CIFAR10accuracy: 66.21 -> 68.96; 72.97 -> 76.82Helped
increase neuron order from k=2 to k=4 (ablation)Mul-free channel-wise PSN · Sequential CIFAR100accuracy: 63.25 -> 65.77Helped
use order k=4 instead of sliding PSN order k=32 (ablation)Inference on sequential CIFAR100 · Sequential CIFAR100, T=32inference memory (MB): 2635 -> 547Helped
replace PSN multiplications with bit shifts in the neuron dynamicsMul-free channel-wise PSN · Single CIFAR100 imagetotal energy (μJ): 91.62 -> 10.66Helped
use the original STE gradient rather than the redefined whole-function STE (ablation)Mul-free channel-wise PSN on DVS-Lip · DVS-Lipaccuracy: 1%Hurt
use autoselect implementation instead of PSNCIFAR100 training, H20, batch size 128, T=8 · CIFAR100 trainingtraining duration (s/epoch): 27.47 -> 40.99Hurt

Surprising findings

Limitations

Experimental setup

Datasets: Spiking Heidelberg Digits (SHD) Sequential CIFAR10 Sequential CIFAR100 Pixel CIFAR10 DVS-Lip

Benchmarks: SHD Sequential CIFAR10 Sequential CIFAR100 DVS-Lip Pixel CIFAR10

Metrics: test accuracy training time (s/epoch) inference memory (MB) energy (uJ/pJ estimate)

Baselines: PSN sliding PSN masked PSN PMSN GLIF PLIF LIF CLIF Stochastic PSN RPSU SpikGRU2+

Builds on: Parallel Spiking Neuron (PSN) sliding PSN masked PSN SpikingJelly Spiking neural network delay (SNN-delay)

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