{"id":682096,"date":"2026-06-03T15:55:12","date_gmt":"2026-06-03T15:55:12","guid":{"rendered":"https:\/\/www.newsbeep.com\/us\/682096\/"},"modified":"2026-06-03T15:55:12","modified_gmt":"2026-06-03T15:55:12","slug":"entanglement-builds-space-time-now-magic-gives-it-gravity","status":"publish","type":"post","link":"https:\/\/www.newsbeep.com\/us\/682096\/","title":{"rendered":"Entanglement Builds Space-Time. Now \u201cMagic\u201d Gives It Gravity."},"content":{"rendered":"

In 1973, John Archibald Wheeler described the relationship between space and matter in two sentences: \u201cSpace acts on matter, telling it how to move. In turn, matter reacts back on space, telling it how to curve.\u201d Wheeler\u2019s words serve as a pithy encapsulation of general relativity, Albert Einstein\u2019s theory of gravity.<\/p>\n

Wheeler\u2019s sentences also lay out a challenge that theorists face today: When they build a model of the universe \u2014 at least one that works at the quantum level \u2014 it\u2019s been difficult to get space and matter to interact in the way that they must.<\/p>\n

Einstein cast gravity not as a force but as the geometric bending of space and time. In a popular analogy, the fabric of space-time is like the flat expanse of a mattress, and a massive object like a star is like a bowling ball sitting on top. The weight of the bowling ball compresses the mattress, forming a dimple \u2014 matter tells space-time how to curve.<\/p>\n

In this analogy, a planet is like a smaller ball. If it rolls close enough to the bowling ball, its path will be altered by the dimple in the mattress \u2014 space-time tells matter how to move.<\/p>\n

But general relativity has a fatal flaw. When a star dies and collapses, its mass is concentrated into an unimaginably dense point. The dimple in the mattress stretches into a deep depression, one that essentially rips all the way through. Physicists call this arrangement a black hole. If a ball reaches such a rip, it\u2019s no longer guided by the fabric, and the analogy breaks down; scientists need a new theory to understand this and other, similarly extreme situations.<\/p>\n

\"\"\"\" <\/p>\n

In the late 1990s, physicists had a stroke of luck. They learned that if they imagined space-time as a collection of purely quantum particles, they could in principle describe a black hole \u2014 rip and all \u2014 in an entirely new way.<\/p>\n

Theorists have spent the last few decades trying to understand exactly how a space-time constructed from such quantum particles could work. And they\u2019ve made progress: They\u2019ve found that entanglement between particles gives space-time its structure, building an environment where matter can move \u2014 and satisfying the conditions of Wheeler\u2019s first statement. But the origin of Wheeler\u2019s second statement remained mysterious; in their models, matter didn\u2019t tell space how to curve. The bowling ball sat atop the mattress without making a dent.<\/p>\n

Until now. Physicists including Charles Cao<\/a> at Virginia Tech have recently determined how quantum particles could give space-time its bendiness. In a handful of recent works, multiple teams have identified a feature of quantum mechanics that Cao calls \u201cthe fabric softener of space.\u201d It\u2019s a measure of quantumness called \u201cmagic.\u201d<\/p>\n

\u201cWithout magic, things are a little too simple,\u201d said John Preskill<\/a>, a physicist at the California Institute of Technology who contributed to Cao\u2019s newest paper. \u201cAnd, you know, quantum space-time isn\u2019t quite that simple.\u201d<\/p>\n

How To Code a Universe<\/p>\n

Perspective shifts abound in physics. For instance, there\u2019s more than one way to look at the motion of a pendulum. You might specify its location using the height and the horizontal displacement of the weight hanging at the end of the string. Or you might use the length of the string and its angle instead. The perspectives are equivalent; simple trigonometric equations take you from one perspective to the other.<\/p>\n

\"\"\"\" <\/p>\n

Mark Belan\/Quanta Magazine<\/p>\n

For 50 years, theorists have been chasing a far more profound perspective shift: a new way, beyond Einstein\u2019s curved space-time, to look at the universe.<\/p>\n

In the early 1970s, Jacob Bekenstein and Stephen Hawking took the first step in that direction when they discovered that you could reinterpret a black hole (and anything that had fallen into it) as a spherical collection of particles<\/a>. In the late 1990s, Juan Maldacena, Edward Witten, and others extended this insight to a whole universe; they described an exotic, static world as a throng of interacting particles, also arranged in a sphere.<\/p>\n

In both cases, you could replace the 3D region of space-time with particles on the region\u2019s surface. You could consider the surface to be 2D, like a globe flattened into a paper map. Physicists call this dual nature of space-time<\/a> the holographic principle, since it resembles the way a holographic sticker can cram a whole 3D scene onto a flat surface without losing data.<\/p>\n

Without magic, things are a little too simple. And, you know, quantum space-time isn\u2019t quite that simple.<\/p>\n

John Preskill, California Institute of Technology<\/p>\n

Over the last couple of decades, theorists have explored what gives the 3D fabric of space its shape. Entanglement, a quantum property that links particles to one another, seems to serve as space\u2019s connective tissue. Take, for instance, a wormhole, a theoretical bridge connecting two distant regions of space. Holographically, a 3D wormhole is equivalent to two entangled sets of particles. Start snipping the \u201cthreads\u201d of entanglement that link one set with the other, and the tunnel connecting the regions gets thinner and thinner. Cut the final thread, and the connection dissolves entirely.<\/p>\n

Cao learned about the link between entanglement and space as a graduate student at Caltech in 2016, most notably through a paper by Daniel Harlow<\/a>, a physicist now at the Massachusetts Institute of Technology. \u201cCharles spent a month understanding the paper,\u201d said Jason Pollack<\/a>, then a fellow graduate student, now a physicist at Syracuse University.<\/p>\n

Harlow, building in part on the work of Preskill and others, had identified the type of math required to shift perspectives from 2D to 3D. He needed to encode a space and its matter \u2014 stars and planets and electrons \u2014 into a bunch of quantum particles. So why not use a quantum error-correcting code?<\/p>\n

Quantum error-correcting codes are crucial to quantum computing because quantum computers work by manipulating \u201cqubits,\u201d quantum versions of bits that can exist in superpositions of 0s and 1s. Qubits are extremely delicate, frequently losing their superposition and therefore their extra information. And so physicists have worked out ways to protect this delicate information through redundancy. By spreading out one qubit\u2019s information<\/a> among many qubits, they can preserve it even if some of the qubits are lost.<\/p>\n

\"Portrait <\/p>\n

Charles Cao, a physicist at Virginia Tech, calls magic \u201cthe fabric softener of space.\u201d<\/p>\n

The same type of redundancy shows up in holography<\/a>. \u201cWhen you design codes for quantum computing, you\u2019re doing the same kind of thing that [holography] already did for you,\u201d said Bartek Czech,<\/a> a physicist at Tsinghua University in China. A single holographic location \u2014 a region of space and the matter in it \u2014 is not encoded in just one set of quantum particles; rather, it is spread across many sets, due to their entanglement. Harlow and collaborators detailed how this works in a code in 2014<\/a>, and he further fleshed out the relationship in the 2016 paper that impressed Cao.<\/p>\n

But these codes, known as \u201cstabilizer codes,\u201d had a shortcoming. They divided the entanglement of the particles into two types: one responsible for space and another responsible for matter. And the divide was unbridgeable. Such a perfect split is a virtue in quantum computing, since you want your encrypted data to stay perfectly isolated from the corrupting influence of the outside world. But in holography, that perfection left no room for the two to interact. \u201cWe knew how to build a space-time,\u201d Czech said, but \u201cthis space-time was inert. It didn\u2019t do anything.\u201d<\/p>\n

To get space and matter to interact, Cao knew he needed a more sophisticated code. \u201cIt was clear that something else beyond entanglement had to be there,\u201d said Ning Bao<\/a>, a physicist at Northeastern University.<\/p>\n

The Magic Ingredient<\/p>\n

Cao started by playing around with existing error-correcting codes. In 2020, he and a collaborator, Brad Lackey, tweaked<\/a> one such code and found that it allowed space to change \u2014 just not in response to matter. It wasn\u2019t gravity, but it was progress. Except that Cao and Lackey didn\u2019t fully understand why the tweak worked.<\/p>\n

\"Circular <\/p>\n

M.C. Escher\u2019s 1959 woodcut Circle Limit III has the geometry of a holographic world: A whole universe fits inside a spherical surface. In holography, you can learn about what\u2019s happening in the interior by studying the surface itself.<\/p>\n

The next year, Pollack and his collaborators realized that if you actually tried to create a quantum program that executed the tweaked code on a quantum computer, you\u2019d need to use a particular operation known as a Toffoli gate, which flips a qubit under certain circumstances.<\/p>\n

Cao took notice. He had just attended a quantum computing conference where researchers were buzzing about Toffoli gates, in part because they are the key to making quantum computers more powerful than classical computers.<\/p>\n

\"\"\"\" <\/p>\n

Researchers had previously thought the key was entanglement. They had worked out a way of running software on a classical computer that would mimic a quantum task. When that quantum task involved entangling qubits, quantum computers had an advantage over classical computers, as the classical program took ages to run. But then physicists discovered a way of speeding things up; it turned out that certain classical algorithms could mimic certain entangling operations even on a laptop.<\/p>\n

In 2004, Alexei Kitaev and Bravyi, both then at Caltech, brought researchers\u2019 attention to Toffoli gates. When a quantum program uses Toffoli gates, the equivalent classical program takes much, much longer to run. Kitaev and Bravyi described the complexity that Toffoli gates introduce as \u201cmagic.\u201d The more Toffoli gates you need to produce a quantum state, the more magical that state is.<\/p>\n

After Cao learned about magic and Toffoli gates, he joined forces with Brian Swingle and Christopher White, both researchers at the University of Maryland. In 2020, they studied collections of particles equivalent to an exotic universe called an anti-de Sitter space. The group found that the particles were highly magical<\/a>. What would the role of this magic be, they wondered, for the anti-de Sitter space the particles represented?<\/p>\n

Cao \u2014 in partnership with Alioscia Hamma and others and building on work from Xi Dong<\/a>, now at the University of California, Santa Barbara \u2014 found the answer a few years later. They showed that magic gave space its springiness<\/a>. Magic, in other words, is connected to space\u2019s ability to bend. And therefore magic is connected to gravity. \u201cIf you have one,\u201d Bao said, \u201cyou always have the other.\u201d<\/p>\n

By early 2026, Cao and his collaborators had all the pieces. They knew that magic made space bend. And they knew that quantum codes got their magic from Toffoli gates. So Cao, Preskill, and others created<\/a> a next-generation code to succeed the stabilizer codes Harlow and others had focused on a decade before, when they split encoded space from encoded matter. This new code used lots of Toffoli gates. The gates made the code magical, letting the entanglement for space and the entanglement for matter affect each other.<\/p>\n

\u201cThis is pretty cool, because in quantum gravity, we don\u2019t expect the background is fixed,\u201d said Cynthia Keeler<\/a>, a physicist at Arizona State University who was not involved in the work. \u201cIt should fluctuate.\u201d<\/p>\n

The essential nature of magic especially intrigues physicists like Swingle, who hope to use it on a quantum computer to simulate how gravity behaves<\/a> in situations where general relativity fails. \u201cIf we need high magic, then we intrinsically need a quantum computer,\u201d Swingle said, \u201cbecause there\u2019s no other way, in general, to get at that kind of question.\u201d<\/p>\n

Gravity From Quantumness<\/p>\n

In principle, entanglement and magic could be enough for future physicists to simulate space on a quantum computer. But Cao\u2019s new code still needs a lot of work.<\/p>\n

\"\"\"\" <\/p>\n

During a talk about it at the American Physical Society\u2019s annual summit in Denver, Cao joked that he was the only speaker who wasn\u2019t actually studying quantum gravity. That\u2019s because his code is still extremely general. It doesn\u2019t describe the kind of space in which we live, doesn\u2019t capture the particular reactions Einstein described, and doesn\u2019t include the ticking of time.<\/p>\n

The code is more of a proof of concept of the general shape that a theory of quantum gravity should take. If you want your space to bend, use a magical code. \u201cThis gets you a precursor of gravity,\u201d Cao said. \u201cYou satisfy one of the necessary conditions. Right now, we are at step 0.5 of 5.\u201d<\/p>\n

But even at this early stage, the research program highlights some surprising features that any theory of quantum gravity should have.<\/p>\n

Einstein and Wheeler thought of space-time as a large, featureless fabric existing with fixed bends and folds \u2014 a typical classical object. But now physicists are learning that the two defining features of quantum mechanics, entanglement and magic, correspond to the two defining features of space, its shape and its flexibility. This suggests that space itself is one of the most quantum things imaginable. \u201cAll the familiar aspects of gravity are actually a very direct manifestation of something quantum,\u201d Swingle said.<\/p>\n

It also suggests that gravity results from imperfect quantum encoding. Non-magical codes produce inert, gravity-free spaces because they protect their encoded information perfectly. Cao and collaborators have shown that gravity comes from the mixing of the encoded information. So by necessity, the encoding must be approximate, and therefore some aspects of what\u2019s going on in the space-time can\u2019t be perfectly recovered by measuring a subset of the quantum particles in the usual way. This approximation, which would indicate a poorly written code for a quantum computer, is \u201cthe reason Newton\u2019s apple fell on him,\u201d Czech said.<\/p>\n

Cao, for his part, finds the feature appealing. Quantum error correction and quantum computing are human pursuits, he said. He sees no reason that gravity should accommodate our prejudice for perfection.<\/p>\n

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