Gravity and Vanilla Black Holes

Einstein’s theory of general relativity, which includes gravity, predicts that black holes have a tricky feature: a singularity. This is a point where space and time are squeezed so tightly that the laws of physics break down—think of it as a cosmic “error message.” To fix this, scientists often turn to exotic matter—hypothetical substances with bizarre properties like negative energy—to smooth things out. However, a team from the University of Barcelona, led by Pablo Bueno, found an alternative. They didn’t need exotic matter at all. Instead, they tweaked Einstein’s gravity by adding an infinite series of extra “rules” (higher-curvature corrections) to the math.

Their solution works in spacetimes with more than four dimensions—beyond our usual height, width, depth, and time. In these higher-dimensional worlds, black holes can exist without singularities. This “smooths out” black holes, making them less mysterious and more like regular objects in spacetime—no weird stuff required.

The presence of extra dimensions doesn’t just fix singularities—it can also change how black holes behave. In higher-dimensional spacetimes, black holes might have different event horizon shapes (the boundary beyond which nothing escapes) or other structural quirks. The Barcelona team’s work shows that these altered properties emerge naturally from gravity in more than four dimensions, offering a fresh perspective on these cosmic giants.

Thinking outside the box, is it possible that these extra dimensions link black holes to “a reality outside regular spacetime,” like wormholes (tunnels through spacetime), braneworlds (parallel universes on higher-dimensional “membranes”), or even gateways to white holes (theoretical opposites of black holes that spit stuff out)? Theories like string theory and braneworld scenarios suggest that extra dimensions might allow such connections. For example, a wormhole could theoretically bridge two distant points in our universe—or even lead to a completely different universe.

While the math of higher dimensions opens the door to these possibilities, it’s all conjecture. The Barcelona team’s work is a major step forward in understanding black holes in higher dimensions, but it doesn’t directly prove connections to other realities.

Source: Grok 3. Regular Black Holes… by Bueno, P. et al., Physics Letter B, February 2025. Graphic: Black Hole Rendering, iStock licensed.

Mass–No Mass

A team of researchers from Penn State and Columbia University has recently observed a quasi-particle that is massless when moving in one direction but acquires mass when moving in a different direction. This quasi-particle, known as a semi-Dirac fermion, was captured by the team inside a ZrSiS crystal and was first theorized 16 years ago. The scientists observed that when the particle travels in one direction at the speed of light, it remains massless. However, when it is forced to change direction, it slows down for the ‘turn’ and gains mass.

This property relates to Einstein’s most famous equation, E=mc², which states that energy and mass are interchangeable, connected by the speed of light squared. According to Einstein’s Theory of Special Relativity, mass traveling at the speed of light would have infinite mass and require infinite energy to maintain its speed, which is impossible. Therefore, only massless particles can travel at the speed of light.

Relativistic effects also come into play when objects approach and attain the speed of light. As an object with mass moves faster, time dilation and length contraction effects become significant. At the speed of light, time would effectively stop for the object, and distances would shrink to zero. These extreme conditions are not physically achievable for objects with mass.

Source: ScienceDaily by Adrienne Berard, 2024. Semi-Dirac Fermions in a Topological Metal. Physical Review X, Shao, et al, 2024.

Universal Physics and Local Irrelevance

Einstein: A Biography

By Jurgen Neffe

Translated by Shelly Frisch

Published by Farrar, Straus and Giroux

Copyright: © 2007

Neffe brings comprehension to relativity but muddles Einstein’s personal life to inaptness.

Neffe’s non-linear telling of Einstein’s life adds little to the story and a lot of unnecessary page flipping for the reader to grasp the author’s intermittent and incomplete style of writing, whereas his layman descriptions of the theory of relativity generally clears the accumulated fog of physics to bring basic understanding Einstein’s science.