We propose using the Growing Neural Cellular Automata (GNCA) framework to repair neural networks subjected to weight tampering and removal. Each weight of a dense layer is treated as a cell in a two-dimensional grid, and a neural CA is trained to regenerate the weight matrix from localised corruption using only local cell interactions — with no centralised copy of the parameters. Motivated by cybersecurity applications such as adversarial robustness and model extraction defence, we evaluate the approach on a TinyMLP trained on MNIST. The NCA retains 88.8% classification accuracy at 90% weight corruption, while standard baselines approach random guessing. We outline connections to fault-tolerant computation and directions for extension to multi-layer networks and adversarial damage models.
Joint work with Tommaso Paladini (University of Twente) and Eva Tuba (Trinity University). See the related extended abstract.