Japanese scientists think they may have an explanation for how a three-dimensional universe emerged from the original nine dimensions of space. They describe their new supercomputer calculations simulating the birth of our universe in a forthcoming paper in Physical Review Letters

The Big Bang theory of how the universe was born has been bolstered by some pretty compelling observational evidence, including the measurement of the cosmic microwave background and the relative abundance of elements.

But while cosmologists can gaze back in time to within a few seconds of the Big Bang, at the actual moment it came into existence, when the whole universe was just a tiny point -- well, at that point, the physics we know and love breaks down. We need a new kind of theory, one that combines relativity with quantum mechanics, to make sense of that moment.

Over the course of the 20th century, physicists painstakingly cobbled together a reasonably efficient "standard model" of physics. The model they came up with almost works, without resorting to extra dimensions. It merges electromagnetism with the strong and weak nuclear forces (at almost impossibly high temperatures), despite the differences in their respective strengths, and provides a neat theoretical framework for the big, noisy "family" of subatomic particles.

But there is a gaping hole. The standard model doesn't include the gravitational force. That's why Jove, the physicist in Jeanette Winterson's novel, Gut Symmetries, calls the Standard Model the "Flying Tarpaulin" -- it's "big, ugly, useful, covers what you want and ignores gravity.” Superstring theory aims to plug that hole.

Pulling Strings

According to string theorists, there are the three full-sized spatial dimensions we experience every day, one dimension of time, and six extra dimensions crumpled up at the Planck scale like itty-bitty wads of paper. As tiny as these dimensions are, strings -- the most fundamental unit in nature, vibrating down at the Planck scale -- are even smaller.

All matter (and all forces) are composed of these vibrations -- including gravity. And one of the ways in which strings can vibrate corresponds to a particle that mediates gravity.

Voila! General relativity has now been quantized. And that means string theory could be used to explore the infinitely tiny point of our universe's birth (or, for that matter, the singularity that lies at the center of a black hole).

Shattered Symmetry

There's one more wrinkle, and that's this whole business of extra dimensions, when our world as we currently experience it has only three. Physicists have hammered out a pretty convincing hypothetical scenario for how this might have come about.

Before the Big Bang, the cosmos was a perfectly symmetrical nine-dimensional universe (or ten, if you add in the dimension of time) with all four fundamental forces unified at unimaginably high temperatures. But this universe was highly unstable and cracked in two, sending an immense shock wave reverberating through the embryonic cosmos.

The result was two separate space-times: the unfurled three-dimensional one that we inhabit, and a six-dimensional one that contracted as violently as ours expanded, shrinking into a tiny Planckian ball. As our universe expanded and cooled, the four forces split off one by one, beginning with gravity. Everything we see around us today is a mere shard of the original shattered nine-dimensional universe.

Imagine that you are trying to making the bed on laundry day, but the bed sheet has shrunk slightly in the wash. You manage to get it to fit around all four corners of the bed, but the sheet is stretched so tightly that it just won't stay in place.

There is too much strain on the fabric, so one corner inevitably pops loose, causing the bed sheet to curl up in that spot. Sure, you can force that corner back into place, but again, the strain will prove to be too much and another corner will pop.

Like the bed sheet, the original ten-dimensional fabric of space-time was stretched tight in a supersymmetric state. But the tension became too great, and space-time cracked in two. One part curled up into a tight little ball, while the aftershock from the cataclysmic cosmic cracking caused the other part to expand outward rapidly, a period known as inflation. This became our visible universe.

Birthing Pains

What is the mechanism by which this happened? For a ten-dimensional universe, there are millions of ways for supersymmetry to break. So is there something special about three spatial dimensions that causes that configuration to be favored in our own universe? The new simulations may help shed some light on why this symmetry breaking might have unfolded the way it did.That's what the Japanese simulation shows: the universe had nine spatial dimensions at its birth, but only three of them experienced expansion. It's the first practical demonstration of how a three-dimensional universe emerges from nine-dimensional space, providing strong support in favor of the theory's validity.

Jun Nishimura (KEK), Asato Tsuchiya (Shizuoka University), and Sang-Woo Kim (Osaka University) tackled the problem using a formulation of string theory known as the IKKT matrix model (named after the scientists who developed it in 1996, Ishibashi, Kawai, Kitazawa, and Tsuchiya). It's designed to model the complex interactions of strings.

For very complicated technical reasons, the connection between the original IKKT matrix model and the real world was, well, a bit vague, mostly because (a) it assumes weak interactions, when in fact the interactions between strings are quite strong; and (b) the variable of time in the calculations wasn't treated as "real" in a mathematical sense. These new simulations assume strong interactions, and treat time as a real variable.

So the takeaway message is that string theorists now have a useful tool for analyzing superstring theory's predictions with computer simulations, shedding light on such knotty problems as inflation, dark matter, and the accelerating expansion of the universe. And it also explains why our universe looks the way it does.

## Why does our universe look the way it does? In particular, why d

### Jan 24, 2012 1:41:40 PM

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