Table 1 Comparison of training methods and network architectures across different datasets

From: Model-agnostic linear-memory online learning in spiking neural networks

Dataset

Category

Training method

Network architecture

Testing accuracy

N-MNIST26

Ours

BPTT

RLIF

98.33 ± 0.04%

  

pp-prop

RLIF

98.25 ± 0.03%

  

BPTT

RadLIF

98.29 ± 0.02%

  

pp-prop

RadLIF

98.40  ± 0.03%

 

Online

ETLP31

RLIF

94.30%

  

e-prop31

RLIF

97.90%

  

OSTL9

sSNU

96.80 ± 0.17%

SHD25

Ours

BPTT

RLIF

94.01 ± 0.12%

  

pp-prop

RLIF

93.93 ± 0.28%

  

BPTT

RadLIF

94.72 ± 1.06%

  

pp-prop

RadLIF

95.33  ± 0.11%

 

Online

ETLP31

RLIF

78.71 ± 1.49%

  

e-prop31

RLIF

80.79 ± 0.39%

  

OTPE11

LIF

76.70 ± 0.70%

  

e-prop60

TC-RLIF

80.57%

  

OSTTP32

SNU

77.33 ± 0.8%

  

S-TLLR33

RLIF

78.24 ± 1.84%

 

Offline

EventProp61

RLIF

93.50 ± 0.70%

  

BPTT35

DCLS-Delays

95.07 ± 0.24%

  

BPTT29

RadLIF

94.62%

Gesture24

Ours

BPTT

RLIF

93.97 ± 0.15%

  

pp-prop

RLIF

94.26 ± 0.32%

  

BPTT

EGRU

97.45 ± 0.27%

  

pp-prop

EGRU

97.29 ± 0.16%

 

Online

FPTT34

RLIF

92.13 ± 0.87%

  

FPTT34

CNN

97.22%

  

OTTT10

VGG-11

96.88%

 

Offline

BPTT62

STS-ResNet

96.7%

  

BPTT63

STL-SNN

97.01 ± 0.23%

  

BPTT37

PLIF

97.57%

  

BPTT36

VGGSNN

97.57%

  1. Results show testing accuracy with standard deviation for various training approaches, including BPTT and pp-prop applied to different network architectures (RLIF, RadLIF) on N-MNIST, SHD, and Gesture datasets. State-of-the-art online and offline learning methods are included for comparison. The bolded data signifies the optimal performance.