Quantum physics presents a contradiction: Its mathematical laws, called quantum mechanics, describe a world where particles exist in multiple states at the same time and affect each other across vast distances. This seems alien to our observable reality, where things exist in definite locations and behave in predictable ways. But if quantum mechanics applies to all of the particles that compose our universe, why don’t we see quantum effects in everyday objects made of those same particles? And why, when physicists try to observe quantum systems, do their quantum properties seem to disappear? Where—and why—do the rules change?
Physicists have struggled with these questions since the 1920s, when the mathematical framework describing this new kind of physics emerged. In What Is Real? (2018), writer and astrophysicist Adam Becker argues that most physicists chose to sidestep the problem rather than solve it. They adopted the “Copenhagen interpretation” of quantum mechanics, which says the rules don’t actually change—instead, nothing exists in definite form until it’s observed. This eliminates the mystery of why we don’t see quantum strangeness in our everyday world: Objective reality emerges from the act of observation rather than existing independently.
Becker argues that this interpretation didn’t emerge as the winner in a fair scientific debate. Instead, viable alternatives were marginalized due to political pressures and philosophical fashion. Becker holds a PhD in astrophysics from the University of Michigan and has written for the New York Times and the BBC. He published his book when the development of technologies that exploit quantum theory’s strangest features began to force a reconsideration of what quantum mechanics tells us about the nature of reality.
Our guide unpacks Becker’s argument in four sections. First, we’ll establish what quantum mechanics reveals about the microscopic world and how this conflicts with classical physics’...
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At the dawn of the 20th century, physicists believed they had mapped reality’s basic structure. But experiments with atoms shattered their most fundamental assumptions about the world. Becker reports that this forced physicists to develop an entirely new branch of physics—and a new mathematics to describe it. It revealed that nature’s building blocks operate according to rules so strange they seem to violate logic. In this section, we’ll examine what physicists thought they knew about the world and how quantum mechanics overturned those ideas.
Becker explains that classical physics rested on intuitive assumptions about reality that successfully explained the observable world. Physicists viewed atoms as the fundamental building blocks of matter—tiny spheres that combined to create chemical compounds. In their view, each atom had a specific position, velocity, and energy that only changed according to Newton’s laws. Later discoveries revealed that atoms aren’t actually solid spheres but consist mostly of empty space, with electrons orbiting a dense nucleus containing positively charged protons. This “planetary model” suggested that...
Becker explains that quantum mechanics seems to demand two different sets of physical laws for identical particles, and which laws apply depends on whether anyone’s watching, as in the double-slit experiment described earlier in this guide. Physicists call this the “measurement problem”—the act of measurement appears to change the rules that govern particles. This creates a puzzle: Where does the transition between one set of rules and the other occur?
(Shortform note: What constitutes a “measurement”—and who qualifies as an observer—in quantum mechanics? Measurement requires an interaction that conveys information about the quantum system, and this interaction forces the system to choose definite states. For example, in the double-slit experiment, the detectors are what interacts with the electrons, revealing which slit they passed through. But as Becker points...
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Despite decades of institutional hostility, the fundamental questions about quantum mechanics’ meaning proved impossible to eliminate. Becker explains that experimental breakthroughs and theoretical innovations gradually rehabilitated foundational research—and revealed that the same questions troubling Einstein and Schrödinger remained unresolved, creating ongoing tensions about science’s ultimate purpose and the nature of reality itself.
The return to these fundamental questions began in 1964 with John Bell, who was skeptical about a mathematical argument that had supposedly proven the Copenhagen interpretation was the only possible approach to quantum mechanics. This argument was John von Neumann’s 1932 “impossibility proof,” which claimed to show that no theory with “hidden variables,” where particles have definite properties before measurement, could reproduce quantum mechanics’ predictions. As Becker notes, this seemed to prove that realist positions like Einstein’s were mathematically impossible: If particles can’t have definite properties before measurement, then only anti-realist interpretations like...
Becker explains that quantum mechanics works perfectly well at predicting the behavior of microscopic particles, but it seems to describe an impossible reality where particles exist in multiple states simultaneously. This forces us to choose between fundamentally different views of what exists and how science should understand the world. The main approaches offer radically different pictures of reality:
Many-worlds: Every possible outcome actually happens, just in different parallel universes we can’t see.
Pilot-wave theory: Particles always have definite locations, but invisible “pilot waves” guide them and connect distant particles instantly.
Spontaneous collapse: Wave functions randomly “choose” definite outcomes on their own, with big objects choosing much faster than tiny particles.
Which approach to quantum reality seems most reasonable to you? What makes it more appealing than the alternatives?
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