OVERVIEW
This is going to be a long review, but there’s SO much information packed into this average-sized book, it’s absolutely wild. The first section will just be a normal review; the second, much longer section will trace out what I found to be the most interesting, mind-blowing parts of this book and is really just for my own future reference.
It’s a hard book to categorize: it’s part memoir, part popular science (albeit awfully *dense* popular science - the average sentence goes like this: “By spotting the invariant in Einstein’s equations - the spacetime interval that holds steady through Lorentz transformnations from one inertial frame to the next - we can glimpse the true reality behind appearances”). It’s by no means an easy read if you’re not a physicist, but put in the work and it’s a highly rewarding one.
Here’s the premise: a man sits his teenage daughter down at a restaurant in Philadelphia and says, “How would you define nothing? How can you get something from nothing? … and do you think that could explain how the universe began?”
“Isn’t that physics?” she asks. “I’m not even taking physics.”
Her dad replies, “Well, I think we should figure it out.”
His daughter thinks, ‘We should figure it out’ - it wasn’t the kind of thing a parent says to a child. It was the kind of thing a person says to another person… It occurred to me that the best gift a parent can give a child is a mystery.
That mystery drove the author to pursue a career in science journalism - with her father often accompanying her to conferences, she wormed her way into the world of theoretical physics. This book discusses what she’s learned, and what some of the current thinking is in the world of theoretical physics.
This book has also convinced me that theoretical physics is actually philosophy of physics (which, as a former philosophy student, is a highly gratifying realization). It is handled in the same way as much of classical philosophy, in ways that absolutely gobsmacked me - as a philo major, I avoided any and all science like the plague. Why didn’t anyone ever tell me they were the SAME THING? I would have taken all the physics!
See, in this world on the outer edges of scientific understanding, we can only go so far with empirical evidence. At some point, we have to interpret and contextualize that seemingly contradictory, seemingly impossible evidence and spread it out and construct a theory of how these fit together. And we do that… mostly with conjecture. With stratified logic. With philosophy. I will fight anyone who disagrees with me on this.
THE PHYSICS
The author’s quest is to find out how you can get “something” (the universe) from “nothing” - and what those words even mean. What’s the world made out of? What’s real?
Something is only real, the author realizes, if it’s invariant (invariant means the same in every reference frame - i.e. not dependent on the observer). She compares this to someone seeing a rainbow - in some sense, it does exist (it’s water droplets plus the sunlight refracting off them) but it’s observer dependent - you can see it from your perspective, but move somewhere else and you might no longer see it. It exists in a real way to YOU, but it’s ultimately viewer-dependent, subjective - (and as it turns out, so are most of the things we think exist). But the subjective isn’t real, if it changes as soon as your view shifts. So to find ultimate reality, first you have to eliminate everything observer-dependent until we’re left with what is truly invariant.
That’s a hard task. Because, as Gefter discovers, physics can’t be described from an “objective” or “God’s eye” point of view - physics can only measure things in relation to other things. There must be an “observer” for physics to be “true” (observer doesn’t necessarily mean a conscious person - it means a frame of reference). That doesn’t mean it’s subjective, though - the laws of physics IS true from that frame of reference. But only from that frame of reference. In short: “we each have our own universe. We just don’t notice because there’s so much overlap.”
Take, for instance, the double slit experiment and its partner, the delayed choice experiment (a truly unsettling result). Basically, the double slit experiment involves shooting a particle (say, a photon - a particle of light - or an electron. Pick your poison, it doesn’t matter). Take a box with two tiny slits that lead to another box. Shoot a bunch of particles at the wall of the box - most will hit the wall and rebound, but some will go through the two slits. On the other side, on the opposite wall, those ripples will create a pattern (called an interference pattern) of where those particles landed. Those photons will end up in certain places as a result of the pattern - most of the photons will end up in certain places (call these Places X), and very few photons in other, less likely places (Places Y). You can actually see that if you were to conduct this with water and make ripples in the water - the water that goes through the two slits will make this interference pattern on the other side. Weirdly, however, even if you only shoot ONE photon at a time, through a single slit . . . it will still land on the other side in the same interference pattern (ie it’s a lot more likely to land in Places X). Even though it’s the only moving particle and isn’t actually interfering with any other particles. Somehow it KNOWS how it would be behaving if there were lots of other particles being shot through the slits, and chooses its path accordingly!
The prevailing interpretation of the experiment (the Copenhagan interpretation) is that the particle exists as a probability, not something “real” with a specific location. A particle is only its wave function (a distribution of probabilities). It’s like the universe is allowing all possibilities to exist simultaneously, but doesn’t choose which one is reality until somebody observes and measures it - and weirder, it seems like all of those possibilities, all the possible paths the particle could take, all those realities where the particle does take those other paths, actually interact with each other (making Places X more likely places for the particle to end up than Places Y).
So we know where the particle is when we shoot it out, and we know where it is when it lands on the other side - but what happens in between? Where does the particle go? And by the way, which slit does it go through anyway, since there are two? Can we measure where the particle is AS it goes through the slit? Well, this is the delayed choice experiment, and this is the truly weird part. When we measure which slit a particle goes through… it STOPS LANDING IN THE INTERFERENCE PATTERN. It just lands straight through the slit to the other side, on the left or the right in clumps depending on which slit it goes through.
And oddly, it even seems to retroactively “know” if we’re measuring it or not. If we send it through the slit, measure it to see which slit it goes through, but then have that information scrambled after the fact - AFTER it has already splatted on the wall (so that we never actually find out which side it went through, but it splatted on the wall BEFORE we scrambled that information), it lands in the interference pattern. So it’s not the mechanics of measurement that shifts things - it’s somehow, spookily, the fact that we know which slit it goes through. Our KNOWLEDGE (not even just physical measurement, but our AWARENESS) of which slit it went through changes where it goes. And this seems to have some… backwards causation. As if what happens now (scrambling the information we measured, so that we never find out which slit it went through) can go back in time and CHANGE where the particle ALREADY SPLATTED. That’s insane. That’s insane!
Gefter gets the opportunity to pick one of the greatest minds in physics about this: she asks Stephen Hawking, “Is there really a kind of backward causation taking place?” SH replies: “Observation of final states determines different histories of the universe. However, this backward causality is an angel’s eye view from outside the universe. A worm’s eye view from inside the universe would have the normal causality.”
In other words, Gefter explains, “from outside the universe, where you could see the tangled superposition of possible histories, you could watch an observer in the present select a single past. To the observer here on the inside, though, the past just seemed to be sitting there, as if it had always been there. Of course, Hawking wasn’t actually suggesting that the history of the universe was different for me than it was for my father. But that’s only because the measurments my father and I would use [to calculate the history of the universe] would be exactly the same, given how close we were to each other, astronomically speaking. But if there were some observers off in a distant galaxy whose [frame of reference] barely overlapped with ours, their measurements could feasibly be quite different. If so, their whole cosmic history could be different. It’s not merely that they would calculate a different history; they would literally live in a universe with an objectively different past . . . The history of the universe begfins right now. Nonetheless, it looks like it began 13.7 billion years ago and underwent a brief period of inflation. Observer looks back in time and gives rise to the history of the universe, sees exactly the kind of history needed for the observer to exist in the first place.”
The act of viewing something or measuring from a particular reference point, as a particular observer, changes which reality you live in. So… if reality is different depending on who is observing it … what’s real?
“It was [Carlo] Rovelli who finally found the way through the maze. Indeed, all observers are, from some other reference frame, the observed. Reality is radically observer-dependent. Einstein’s spooky action-at-a-distance was spooky precisely because it was derived from a view from nowhere.”
“If different observers give different accounts of the same sequence of events, then each quantum mechanical description has to be understood as relative to a partciular observer. Thus, a quantum mechanical description of a certain system cannot be taken as an absolute, observer-indepednent description of reality, but rather as a formalization, or codification, of properties of a system relative to a given observer.” In other words: there is no objective reality, reality is ALWAYS only relative to the observer. Perspective is all that matters. “Reality itself isn’t real”!
“Quantum mechanics short-circuits our neurons because it presents yet another paradox: cats have to be alive and dead at the same time, and, given our experience, cats can’t be alive and dead at the same time. Rovelli resolved the paradox by spotting the inherently flawed assumption: that there is a single reality that all observers share. That you can talk about the world from more than one perspective simultaneously. That there’s some invariant way the universe “really is.”
Spoiler alert: there isn’t.
What impact does Rovelli’s realization have on the double slit experiment? “According to one observer [of the experiment], P [that the photon goes through a particular slit] is either true or false. We only violate the law of the excluded middle when we try to view P from more than one reference frame at the same time. Classical logic tells us that the particle passed through one slit or the other. Non-Boolean logic offers a third option: it went through both. But the point is, there’s no observer who can see it go through both. No observer sees both. Look at the slits and you’ll see that it only goes through one. Statements such as ‘The photon travels two paths simultaneously’ is totally misleading and wrong. They assume there’s some singular reality, a way things “actuallly are.” There isn’t. Nature has shown us otherwise. When we compare two possible perspectives of the photon’s path, mistakenly assuming a singular reality that both perspectives share, it LOOKS as though the photon travels two paths simultaneously.”
It’s hard for us to accept that what we experience as reality from our perspective isn’t objective reality, since, after all, we are ALWAYS viewing reality from our own perspective (that’s all we know!), but isn’t that always the case with every new theory that people struggle to wrap their minds around? When people heard the earth was round, Rovelli points out, “it was very complicated conceptually to accept it. How could people in Ausralia be walking upside down? Then eventually people understood, there’s no real up and down; they are relative. And they got used to it. Then it was hard to understand that motion was relative. Then it was hard to understand that simultaneity was relative. And I think quantum mechanics is a step in the same direction.”
Notably, with this theory, the subject can never view itself as the object, or vice versa. They can never be subject and object at the same time. “I am the subject relative to me. I am an object relative to my father. There’s no God’s eye view from which both would appear true at the same time.” Self-measurement is therefore impossible - because “the subject does not belong to the world: rather, it is a limit of the world.” This has to be the case - because if a subject could measure themselves, their perspective (or “light cone” - the sphere of what they can measure, basically) would be absolute; reality would be real and observer-independent, and the double slit experiment shows that’s not the case. Enter my old friend Godel!!! “Everyone had always taken Godel’s theorum to be a deeply pessimistic statement about the limits of knowledge. But in a universe that IS nothing, limits are exactly what we need.”
“If [an observer] could measure itself, collapsing its own wavefunction, then it needn’t exist relative to anything outside itself - in other words, it would simply, inherently exist. It wouldn’t be observer-dependent. It would just BE. In an act of self-affirmation or quite possibly suicide, Schrodinger’s cat would collapse its own wavefunction before anyone opened the box. But quantum mechanics - through the uncertainty relations, complementarity, EPR - has already proven that if we assume that observers inherently exist in some objective, observer-independent way, we get the wrong answers.”
So the universe is nothing and becomes something when you start drawing boundaries - you create an observer (a frame of reference), and the rest the observed. That relationship is what defines the observed and gives it properties (that, without reference point to the observer, it doesn’t have - things only exist in relation to other things). “Now I was beginning to understand what information really was: asymmetry. To register a bit of information, you need two distinguishable states: black vs white, spin up or spin down, 0 or 1. After all, entropy was a measure of missing information, and with entropy comes symmetry. And what’s symmetry? It’s redundancy of description, a redundancy of information. So how do you get information from symmetry? You put a boundary on it. The boundary breaks the symmetry, creating information. But the boundary is observer-dependent, and so is the information it creates.” You can’t observe yourself, light can’t measure itself, because observation necessarily requires being outside a thing. It requires a boundary, something that separates observer from observed. But to the observer they are boundless; their entire universe is contained in themselves.
In sum? Something doesn’t come from nothing - something comes from boundaries in the nothingness. Observers create boundaries (the limit of their perspective) and the act of drawing those boundaries is what makes something exist. (“The boundary of a boundary is zero.”)
So if an observer can’t be observed by themselves, and things only exist in relation to other things… does that observer exist? They do - but only because there are other frames of reference in which that observer is actually the observed. This is Wheeler’s “many minds” interpretation of quantum theory. Wheeler argues that “no single observer is capable of making enough measurements to bring into being all the bits you’d need to build the whole universe - you need multiple observers in order to build reality.” He gives us the following beautiful quote: “I can’t make something out of nothing, and you can’t, but altogether we can.”
Having established that “things” don’t exist except in relation to other things (they can’t be described in any way except in relation to a frame of reference - they have no objective location, time, mass, etc) - what exactly is a thing? If “things” don’t even have an objective substance, what’s it made out of? Does it exist?
“If the world is made of mathematical relationships, mathematical relationships among WHAT? Maybe they’re not among anything. Maybe the relationships are all that exist. Maybe the world is MADE of math. What exactly is the other option? That the world is made of “things”? What the hell is a “thing”? It was one of those concepts that fold under the slightest interrogation. Look closely at any object and you find it’s an amalgamation of particles. But look closely at the particles and you find that they are irreducible representations of the Poincare symmetry group - whatever that meant. The point is, particles, at bottom, look a lot like math.” In other words - the universe is not described by information - the universe is actually constructed of information. “It from bit” as the saying goes.
It’s a mindblowing thing to think about. It makes me want to pull a Samuel Johnson in response to Bishop Berkeley’s 18thc philosophy of immaterialism (which, by the way, is not entirely different from the prevailing theories of modern theoretical physics!) and go find a rock and kick it and shout “I refute it THUS.” How can this stone not be real? How can it exist only as a mathematical equation, as information in relation to other (so-called) “things”?
It makes your head explode. It’s delicious. We’re all quantumly entangled with each other and with everything else. The acidheads are totally right about everything.