LGAPP-PHJul 29, 2024

Constructing artificial life and materials scientists with accelerated AI using Deep AndersoNN

arXiv:2407.19724v1
Originality Incremental advance
AI Analysis

This addresses the need for faster and more efficient AI in computational life and materials science, potentially reducing compute requirements and carbon footprint, though it appears incremental as it builds on deep equilibrium models.

The paper tackles the problem of accelerating AI training and inference by introducing Deep AndersoNN, a method that exploits the continuum limit of neural networks to achieve up to an order of magnitude speed-up, with demonstrated accuracy up to 98% in classifying materials and drugs.

Deep AndersoNN accelerates AI by exploiting the continuum limit as the number of explicit layers in a neural network approaches infinity and can be taken as a single implicit layer, known as a deep equilibrium model. Solving for deep equilibrium model parameters reduces to a nonlinear fixed point iteration problem, enabling the use of vector-to-vector iterative solvers and windowing techniques, such as Anderson extrapolation, for accelerating convergence to the fixed point deep equilibrium. Here we show that Deep AndersoNN achieves up to an order of magnitude of speed-up in training and inference. The method is demonstrated on density functional theory results for industrial applications by constructing artificial life and materials `scientists' capable of classifying drugs as strongly or weakly polar, metal-organic frameworks by pore size, and crystalline materials as metals, semiconductors, and insulators, using graph images of node-neighbor representations transformed from atom-bond networks. Results exhibit accuracy up to 98\% and showcase synergy between Deep AndersoNN and machine learning capabilities of modern computing architectures, such as GPUs, for accelerated computational life and materials science by quickly identifying structure-property relationships. This paves the way for saving up to 90\% of compute required for AI, reducing its carbon footprint by up to 60 gigatons per year by 2030, and scaling above memory limits of explicit neural networks in life and materials science, and beyond.

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