DCT-AW embeds a watermark into KAN layer-0 activation outputs via a discrete cosine transform perturbation, and a trained detector still recovers it after fine-tuning, pruning, and retraining.
On the representation of continuous functions of many variables by superposition of continuous functions of one variable and addition,
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Watermarking Kolmogorov-Arnold Networks for Emerging Networked Applications via Activation Perturbation
DCT-AW embeds a watermark into KAN layer-0 activation outputs via a discrete cosine transform perturbation, and a trained detector still recovers it after fine-tuning, pruning, and retraining.