Hopfield and Hinton: the Nobel Prize that unites physics and artificial intelligence
The Nobel Prize in Physics awarded to Hopfield and Hinton for their fundamental discoveries in machine learning of artificial neural networks and their connection to physics. Underlying this is pioneering work carried out around the middle of the last century which, based on the neurophysiology of the brain, proposed increasingly complex mathematical models
by Luca Mari
3' min read
3' min read
The Nobel Prize in Physics was awarded this year to John Hopfield and Geoffrey Hinton "for foundational discoveries and inventions that enable machine learning in artificial neural networks". This motivation is not so explanatory, and this is not so much because, as has happened on other occasions, in order to understand the meaning of the award winners' contributions one needs specific knowledge in their field of work, but because it is not clear what machine learning - the usual Italian translation of 'machine learning' - has to do with physics. The following explanation is still insufficient: 'Hopfield created a structure capable of storing and reconstructing information. Hinton invented a method that can discover properties in data sets and that has become important for the large neural networks that are widespread today."
At the event where the award was announced, it was also said that "the two award-winners have used concepts from fundamental physics to design artificial neural networks, which have been used for the advancement of research in various fields of physics, as well as in applications of everyday life." Of course, but the connection to physics continues to appear a little tenuous.
Obviously, the available information is not yet sufficient to dispel these doubts, but we can make some assumptions, and with that try to hint at some possible fundamental relationships between the technology we are calling 'artificial intelligence' and physics.
From physics to artificial intelligence
.Underlying all of this is pioneering work carried out around the middle of the last century, which, on the basis of the knowledge then available on the neurophysiology of the brain, proposed mathematical models, first of the behaviour of individual neurons and then, progressively, of networks of neurons, increasingly complex and capable of ever more sophisticated behaviour. As electronic technologies improved, these models were soon implemented, initially in the form of electronic circuits and then as software systems, thus simulating the behaviour of biological neural networks. The challenge was, and is, obvious: if each individual neuron is a relatively simple system with non-intelligent behaviour, and yet a network of such elementary processing units can exhibit intelligent behaviour, what are the conditions that make this transformation possible?
The founding work of Hopfield and Hinton
.In the foundational work of Hopfield and Hinton, we can identify three basic and complementary elements for an answer.

