Caltech Uses AI to Crack 60-Year-Old Quantum Chemistry Problem: 1 GPU Does the Work of 7800

marsbitPublicado em 2026-08-26Última atualização em 2026-08-26

Resumo

California Institute of Technology researchers have developed an AI model that dramatically accelerates quantum chemistry simulations, a 60-year-old challenge. By using a Fourier Neural Operator (FNO) to replace the most computationally expensive step in Density Functional Theory (DFT) calculations, the team reduced the complexity from cubic to near-linear scaling. The model, named Kohn-Sham FNO, learns a forward mapping within the iterative DFT process, akin to a "chain of thought" in LLMs, providing stability and self-correction. This approach outperforms direct-prediction AI models, which suffer from poor extrapolation. Trained on only 8,504 structures covering elements from the first five rows of the periodic table, the model successfully simulated systems with up to 82,500 electrons on a single NVIDIA B300 GPU. In contrast, a comparable 2019 calculation required approximately 7,800 NVIDIA V100 GPUs. The work demonstrates a path for AI to replace repetitive, costly computations in physics without replacing the underlying theory. The researchers have founded a company, Accelerated Understanding, to further develop AI for physical simulation.

The quantum behavior of 100 electrons, if calculated by brute force, would take longer than the age of the universe.

A single drug molecule often contains thousands of electrons, and a battery material even more. Simulating them is a fundamental need for drug, battery, and chip development.

On August 24, a team led by Anima Anandkumar at Caltech published a paper, using an AI model to reduce the computational complexity of such calculations from cubic to nearly linear scaling.

https://x.com/AnimaAnandkumar/status/2092031815448248594

The results are stunning: a simulation of a metal defect containing 82,500 electrons was completed on a single GPU, a task that in 2019 required approximately 7800 GPUs.

A 60-Year Bottleneck

The most widely used computational method in quantum chemistry is Density Functional Theory (DFT), a Nobel Prize-winning theory essential for drug screening, catalyst design, and battery material research.

The problem is its slowness: as the system grows slightly larger, the computational cost increases cubically—a tenfold increase in electrons leads to a thousandfold increase in computation.

For 60 years, physicists have sought ways to accelerate it, but without a substantial breakthrough.

AI has tried two approaches.

One approach trains a model to directly predict the final result in one step.

It works well within the training distribution but extrapolates poorly: once the molecule exceeds the size seen during training, errors spiral out of control.

The paper's experiments showed that when extrapolating from small molecules to drug-sized molecules, the error of direct-prediction models surged from less than 1% to around 10%, peaking at 41%.

The other approach follows the old path of physicists, having AI learn an inverse mapping.

This path is mathematically unstable; in the paper's control experiments, all calculations diverged after a few iterations, a complete failure.

Iterating Like a Chain-of-Thought Instead of Guessing the Answer in One Step

This paper takes a different direction.

The DFT calculation process is iterative: each round takes a set of input conditions, calculates the electron density, then uses the density to update the input conditions, repeating until the result stabilizes.

The traditional method gets stuck because each iteration requires solving a computationally massive step, which scales cubically.

The Anandkumar team's approach is: use AI to replace this step.

They train a Fourier Neural Operator (FNO) to learn the forward mapping of "given input conditions, output the corresponding electron density," reducing the computational complexity from O(N³) to O(N log N).

Then they embed the model back into the original iterative loop, keeping other steps unchanged.

https://x.com/AnimaAnandkumar/status/2090125110309204371

One can understand it this way: the direct-prediction model is like asking an LLM to give the final answer to a difficult problem in one step—fine for simple questions, but prone to errors on hard ones.

The Kohn-Sham FNO is like asking the model to perform a chain-of-thought reasoning, deducing step-by-step, with each step capable of self-verification; if it's wrong, subsequent iterations will pull it back.

This design also has an advantage that direct-prediction models lack: a safety valve.

If the model is pushed beyond its capabilities, the iteration will diverge, immediately alerting researchers that the result is unreliable.

The magnesium dislocation experiment in the paper verified this on the first attempt: using a general pre-trained model directly, all calculations diverged immediately—the divergence itself was the alarm.

A direct-prediction model gives an answer, but you have no way to judge if it's right or wrong.

The training data used only 8,504 structures. One model handles both molecules and solid-state materials, covering the first five rows of the periodic table.

This is thanks to a domain-invariant FNO variant designed by the team: systems of different sizes share the same learned filters, with small molecules and large crystals using the same model.

When extrapolating to drug-sized molecules not seen in the training set, the density error of Kohn-Sham FNO was 2.23%, compared to 9.97% for the direct-prediction model.

The larger the molecule, the more pronounced the gap: at 45 heavy atoms, the direct-prediction error skyrocketed to 41%, while Kohn-Sham FNO's was only 4%.

1 GPU, 80,000 Electrons

The team conducted a large-scale validation using a magnesium dislocation structure.

In 2019, a study nominated for the ACM Gordon Bell Prize performed full DFT calculations on 6,164 magnesium atoms, utilizing approximately 7,800 NVIDIA V100 GPUs on the Summit supercomputer.

The new Kohn-Sham FNO completed calculations for 8,250 atoms (82,500 valence electrons) on a single NVIDIA B300 GPU, with all results converging.

The measured scaling exponent was 1.03 (close to perfect linear), compared to 3.37 (cubic) for the traditional method.

Comparing 1 B300 to 7,800 V100s is not a hardware-equivalent comparison, but the scaling exponent is hardware-independent: one is nearly linear, the other cubic; the larger the system, the more irreversible the gap.

On the same day the paper was released, Anandkumar announced the founding of AI physics simulation company Accelerated Understanding, later reported by Reuters.

https://www.reuters.com/business/ai-founders-who-walked-away-bezos-backed-prometheus-model-universe-2026-08-25/

According to her introduction on X, the company's AI model simulates physical phenomena in 4D space, with a reasoning context length exceeding 5 trillion.

https://x.com/AnimaAnandkumar/status/2092236528898675014

Currently, Kohn-Sham FNO has only learned one step in the calculation pipeline; a post-processing step is still needed for complete energy calculations.

But the path is clear: AI is not replacing physics, but rather the most computationally expensive step of repetitive calculations in physical simulations.

The team's next plan is to fill in the remaining steps, at which point post-processing could also be eliminated. The future looks promising.

Team founders group photo

Reference: https://tensorlab.cms.caltech.edu/users/anima/ks_fno.html

This article is from the WeChat public account "Xin Zhi Yuan" (New Wisdom Source), author: ASI Apocalypse; Editor: Marco

Perguntas relacionadas

QWhat is the 60-year-old bottleneck in quantum chemistry that the Caltech AI model addresses?

AThe bottleneck is the cubic scaling (O(N^3)) computational complexity of the most widely used method, Density Functional Theory (DFT). This means that as the size of the system (e.g., number of electrons) increases, the required computation grows drastically, making simulations of large systems like drug molecules or battery materials extremely slow or practically impossible.

QHow does the Kohn-Sham FNO model's approach differ from previous AI attempts to accelerate DFT calculations?

APrevious AI attempts either directly predicted the final energy (poor extrapolation) or learned the inverse mapping (mathematically unstable, leading to divergence). The Kohn-Sham FNO learns the forward mapping from input conditions to electron density within the iterative DFT loop, replacing the most computationally expensive step. This is analogous to a 'chain-of-thought' reasoning, allowing step-by-step correction, unlike a single, potentially flawed, final answer.

QWhat key advantage in terms of reliability does the iterative, 'chain-of-thought' design of Kohn-Sham FNO provide over direct prediction models?

AIt provides a 'safety valve'. If the model is pushed beyond its capabilities, the iterative process will diverge, immediately alerting researchers that the result is unreliable. In contrast, a direct prediction model might produce a plausible-looking but completely wrong answer with no inherent warning, making its errors harder to detect.

QWhat was the practical performance demonstrated in the magnesium dislocation experiment regarding computational scale and efficiency?

AThe Kohn-Sham FNO model successfully simulated a system of 8,250 atoms (82,500 valence electrons) on a single NVIDIA B300 GPU, achieving convergence. In 2019, a similar full DFT calculation for 6,164 magnesium atoms required approximately 7,800 NVIDIA V100 GPUs on the Summit supercomputer. The new model demonstrated a near-perfect linear scaling exponent of 1.03, compared to the cubic scaling (exponent ~3.37) of traditional methods.

QWhat innovation allows the Kohn-Sham FNO model to be applied to systems of vastly different sizes (small molecules and large crystals) using the same training data?

AThe team designed a 'domain-invariant' variant of the Fourier Neural Operator (FNO). In this architecture, systems of different sizes share the same set of learned filters. This allows a single model trained on smaller structures to generalize and effectively process much larger systems, like bulk crystals, that it was not explicitly trained on.

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