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Selectivity and Shape in the Design of Forward-Forward Goodness Functions

NeurIPS 2026 · Architectures and efficiency › RNNs and normalization · approach: Theory of depth and width · 0 citations (OpenAlex)

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Systematically explores goodness-function design for Forward-Forward training and proposes selective (top-k, entmax-weighted energy) and shape-sensitive (burstiness/excess kurtosis, higher moments) goodness functions, combined with FFCL label injection, reaching 89.0% on Fashion-MNIST and 98.2% on MNIST.

Problem

Forward-Forward learning relies on a local goodness function, but sum-of-squares has been the only one studied; the principles for what makes a good goodness function are unexplored.

Approach

Goodness should depend on the shape of activations rather than total energy: top-k and entmax-weighted energy measure peak activity, while scale-invariant excess kurtosis and higher central moments reward heavy-tailed activation distributions.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: MNIST Fashion-MNIST CIFAR-10 USPS SVHN EMNIST-Letters

Benchmarks: MNIST Fashion-MNIST CIFAR-10 USPS SVHN EMNIST-Letters

Metrics: test accuracy

Baselines: sum-of-squares goodness softmax-energy-margin game-theoretic goodness backpropagation

Builds on: Forward-Forward algorithm FFCL alpha-entmax independent component analysis

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