Illustration by Falconieri Visuals

What can inflation tell us about the forces that hold our universe together?
If the only matter in the galaxies was the matter we see, there would not be nearly enough gravity to hold galaxies together. With them spinning as fast as they are, they would just fly apart—or they would never have formed in the first place. The assumption is that there must be other matter present to create a stronger gravitational field to hold the matter in, even at these high velocities. That’s dark matter.
In collaboration with other physicists and students, I’m calculating the production of primordial black holes in a version of inflation called hybrid inflation. Primordial black holes could conceivably be dark matter. They could also be the seeds that led to the supermassive black holes that we see in the centers of galaxies—black holes that have millions and even billions of solar masses. If we could find primordial black holes, it would be a huge thing.
Is our universe all there is?
The theory of eternal inflation says that once inflation starts, it never completely stops. Rather, it ends in places, and universes form there. We call them pocket universes because they’re not everything that exists. We are living in one of these pocket universes. And even though the pocket universes keep forming, there’s always a volume of exotic repulsive gravity material that can inflate forever, producing an infinite number of these pocket universes in a never-ending procession.
Each individual pocket universe will presumably ultimately die, in the sense that it will run out of energy and cool down. But in the big picture of all the pocket universes, life would not only go on eternally, but there’d be more and more of it every instant.
Are there any drawbacks to living in a multiverse?
The problem with having an infinite multiverse is that if you ask a simple question like, ”If you flip a coin, what’s the probability it will come up heads,“ normally you would say 50 percent. But in the context of the multiverse, the answer is that there’s an infinite number of heads and infinite number of tails. Since there’s no unambiguous way of comparing infinities, there’s no clear way of saying that some types of events are common, and other types of events are rare. That leads to fundamental questions about the meaning of probability. And probability is crucial to physicists because our basic theory is quantum theory, which is based on probabilities, so we had better know what they mean.