Mathematicians at UC Davis say the standard model of cosmic expansion is dangerously unstable, and dark energy may be unnecessary.
Picture a pencil standing perfectly on its sharpened tip. Is that a solution to the laws of physics? Strangely, yes. Every force cancels out.
Gravity pulls down, the table pushes up, and nothing tips the balance. Yet nobody has ever seen a pencil stay that way for long. That image sits at the heart of a provocative new paper in Proceedings of the Royal Society A. Its authors, at the University of California, Davis, argue that cosmology has been building on a pencil.
Blake Temple, a distinguished professor emeritus of mathematics and the study's corresponding author, says the Friedmann spacetimes, the foundation of conventional models of cosmic expansion, are unstable at both small and large scales. He calls the standard solution exceptionally unstable. Why should that matter? In physics, an unstable solution is usually considered unphysical.