AI Learns to Solve Quantum State of Many Particles at Once

AI Learns to Solve Quantum State of Many Particles at Once

The same type of artificial intelligence that mastered the ancient game of Go could help wrestle with the amazing complexity of quantum systems containing billions of particles.

Google’s AlphaGo artificial neural network made headlines last year when it bested a world champion at Go. After marvelling at this feat, Giuseppe Carleo of ETH Zurich in Switzerland thought it might be possible to build a similar machine-learning tool to crack one of the knottiest problems in quantum physics.

Now, he has built just such a neural network – which could turn out to be a game changer in understanding quantum systems.

Go is far more complex than chess, in that the number of possible positions on a Go board could exceed the number of atoms in the universe. That’s why an approach based on brute-force calculation, while effective for chess, just doesn’t work for Go.

In that sense, Go resembles a classic problem in quantum physics: how to describe a quantum system that consists of many billions of atoms, all of which interact with each other according to complicated equations.

But the weird rules of quantum mechanics mean we can’t know a quantum particle’s precise location at every point in time. Many quantum particles also have a property called “spin”, which can be either up or down. The number of spin-based states that a group of just 100 such particles could inhabit is almost a million trillion trillion (1030).

The current record for simulating such a system, using our most powerful supercomputers, is 48 spins. Carleo estimates that even if we could turn the entire planet into a giant hard drive, we would still only be able to do these calculations for 100 spins at most.

That’s where artificial neural networks can help. Give such a network the rules of Go and it will figure out the optimal strategy to win the game. So perhaps it could do the same for quantum systems.

Neural networks are very good at generalising, so they typically only need a limited amount of information to infer much more from that.
— Giuseppe Carleo

Feed a neural network a few pictures of Carleo, for example, and it will soon be able to recognise him in new pictures it has never “seen” before.

It’s incredibly cool ... given the success of deep learning in pretty much every imaginable application domain, it’s a natural idea to try it for quantum many-body physics, but as far as I know this is the first time someone did. I expect to see a lot more of this in the future.
— Scott Aaronson of the University of Texas in Austin
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