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AntisymmetricRNN: A Dynamical System View on Recurrent Neural Networks

ICLR 2019 · Architectures and efficiency › RNNs and normalization · approach: RNN training dynamics and gradients · 119 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
antisymmetric recurrent weight parameterization (with diffusion) replacing unstructured weights (ablation)RNN on pixel-by-pixel CIFAR-10 · pixel-by-pixel CIFAR-10accuracy: 54.6% -> 58.7%Helped
antisymmetric recurrent weight parameterization replacing unstructured weights (ablation)RNN on noise padded CIFAR-10 · noise padded CIFAR-10accuracy: 46.2% -> 48.3%Helped
AntisymmetricRNN vs LSTM on pixel-by-pixel MNIST using about 1/7 of parametersAntisymmetricRNN · MNIST / permuted MNISTaccuracy: MNIST 97.3% -> 98.0%; pMNIST 92.6% -> 95.8%Helped
input gate added to AntisymmetricRNNAntisymmetricRNN · permuted MNISTaccuracy: 95.8% -> 93.1%Hurt
input gate added to AntisymmetricRNNAntisymmetricRNN · pixel-by-pixel MNIST / pixel-by-pixel CIFAR-10 / noise padded CIFAR-10accuracy: MNIST 98.0% -> 98.8%; CIFAR pixel 58.7% -> 62.2%; noise padded 48.3% -> 54.7%Helped
AntisymmetricRNN architecture vs LSTM on noise padded CIFAR-10 with long noise paddingAntisymmetricRNN · noise padded CIFAR-10accuracy: 11.6% -> 48.3%Helped
AntisymmetricRNN vs LSTM on pixel-by-pixel CIFAR-10 (short-term dependency dominated)AntisymmetricRNN · pixel-by-pixel CIFAR-10accuracy: 59.7% (LSTM) vs 58.7%No clear effect
diffusion constant gamma: very large values (vs small positive values) (ablation)AntisymmetricRNN · noise padded CIFAR-10 end-to-end Jacobian eigenvalueseigenvalue mean/variance of end-to-end JacobianHurt
diffusion term (subtracting gamma from diagonal) added to antisymmetric weights (ablation)AntisymmetricRNN forward Euler dynamics · 2D simulationqualitative trajectory stabilityHelped

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