Thermodynamic Diffusion Inference with Minimal Digital Conditioning
Aditi De

TL;DR
This paper demonstrates a thermodynamic diffusion inference system that achieves near-ideal accuracy with minimal digital conditioning, promising massive energy savings over traditional GPU methods.
Contribution
It introduces hierarchical bilinear coupling for skip connections and a minimal digital interface to enable scalable, energy-efficient diffusion inference without digital arithmetic.
Findings
Achieves 0.9906 cosine similarity on denoising U-Net activations.
Preserves approximately 10^7 times energy savings over GPU inference.
First trained-weight, production-scale thermodynamic diffusion inference demonstration.
Abstract
Diffusion-model inference and overdamped Langevin dynamics are formally identical. A physical substrate that encodes the score function therefore equilibrates to the correct output by thermodynamics alone, requiring no digital arithmetic during inference and potentially achieving a reduction in energy relative to a GPU. Two fundamental barriers have until now prevented this equivalence from being realized at production scale: non-local skip connections, which locally coupled analog substrates cannot represent, and input conditioning, in which the coupling constants carry roughly too little signal to anchor the system to a specific input. We resolve both obstacles. \emph{Hierarchical bilinear coupling} encodes U-Net skip connections as rank- inter-module interactions derived directly from the singular structure of the encoder and decoder Gram…
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