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Deep Learning as a Mixed Convex-Combinatorial Optimization Problem

ICLR 2018 · Optimization › Optimizers · approach: Constrained and non-backprop training · 17 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use soft hinge per-layer losses with feasible target propagation instead of SSTE4-layer convnet with sign activations · CIFAR-10top-1 test accuracy: 80.6 -> 81.3Helped
Use soft hinge per-layer losses with feasible target propagation instead of SSTE4-layer convnet with 2-bit qReLU · CIFAR-10top-1 test accuracy: 85.6 -> 85.5No clear effect
Use soft hinge per-layer losses with feasible target propagation instead of SSTE8-layer convnet with sign activations · CIFAR-10top-1 test accuracy: 84.6 -> 84.9Helped
Use soft hinge per-layer losses with feasible target propagation instead of SSTE8-layer convnet with 2-bit qReLU · CIFAR-10top-1 test accuracy: 88.4 -> 89.8Helped
Use soft hinge per-layer losses with feasible target propagation instead of SSTEAlexNet with sign activations · ImageNettop-1 test accuracy: 46.7 -> 47.3Helped
Use soft hinge per-layer losses with feasible target propagation instead of SSTEAlexNet with 2-bit qReLU · ImageNettop-1 test accuracy: 59.4 -> 60.7Helped
Use soft hinge per-layer losses with feasible target propagation instead of SSTEResNet-18 with sign activations · ImageNettop-1 test accuracy: 49.1 -> 47.8Hurt
Use soft hinge per-layer losses with feasible target propagation instead of SSTEResNet-18 with qReLU · ImageNettop-1 test accuracy: 60.6 -> 64.3Helped
Use saturated ReLU instead of ReLUAlexNet · ImageNettop-1 test accuracy: 61.3 -> 61.9Helped
Use saturated ReLU instead of ReLUResNet-18 · ImageNettop-1 test accuracy: 69.1 -> 66.9Hurt

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