The Fifth Dimension is a very strange place, if one happens to be a physicist and not, say, a popular singing group from the 1960s. Last October an intriguing paper appeared on the arXiv regarding new computer simulations of what happens mathematically to black holes when you analyze them in five dimensions - assuming that the fifth dimension is "compactified."
Let's take a closer look at what we mean by a "fifth dimension." The notion dates back to an early 20th century attempt to unify gravity and electromagnetism. Albert Einstein's theory of relativity unified three-dimensional space with the fourth dimension of time, and merged gravity and acceleration, attributing the force of gravity to the warping of the fabric of space-time.
DNEWS VIDEO: THE MILKY WAY'S BLACK HOLE.
Inspired by Einstein's work, in 1919, a Polish mathematician named Theodr Kaluza proposed that electromagnetism might be due to a similar warping of an unseen fifth spatial dimension. By reworking Einstein's equations in five dimensions (four spatial, one temporal), Kaluza believed that he could merge the two forces. He envisioned light as a disturbance caused by the rippling of the higher dimension just beyond human perception, much as fish in a pond can only see the shadows of the ripples across the water's surface caused by raindrops.
Okay, so what is this compactification nonsense? Well, Kaluza's theory raised an obvious question: if there is a fifth dimension, why can't we see it?
Enter Oskar Klein, a Swedish mathematician who argued that this hypothetical fifth dimension could simply be so tiny that not even atoms that could pass into it. Specifically, it would have to be curled up ("compactified") into a tiny ball much, much smaller than an atom.
String theorists adapted these "Kaluza-Klein models" in the 1970s. According to string theory, 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.