
The multiverse was proposed as a way to make sense of bizarre quantum behaviour
VICTOR de SCHWANBERG/SCIENCE PHOTO LIBRARY
A recent physics experiment has sparked controversy in the scientific community by challenging the concept of a multiverse. The experiment, conducted by Holger Hofmann and his team at Hiroshima University, involved a modified version of the double-slit experiment that suggested a single photon could exist in two places simultaneously, contradicting the idea of parallel universes.
The original double-slit experiment, dating back to 1801, demonstrated the wave-like behavior of light particles when passed through two slits. This behavior, known as interference, raised questions about the nature of particles and their wave functions, which describe their potential locations in space.
Many physicists interpret wave functions as representing multiple possibilities or superpositions until a measurement collapses the wave function into a single outcome. This interpretation has led to the concept of the multiverse, where multiple universes exist simultaneously.
However, Hofmann’s experiment suggested that a photon could traverse both slits simultaneously, challenging the traditional view of wave functions. According to the team, this observation indicates that the wave function is not just a mathematical construct but a physical reality.
Despite facing skepticism from other physicists, who questioned the validity of inferring particle properties from statistical measurements, Hofmann remains confident in the results. He argues that the experiment provides evidence against the existence of a multiverse and emphasizes the importance of focusing on measurable data rather than theoretical interpretations.
While the study has faced challenges in publication, it has generated interest and discussion within the scientific community. Hofmann and his team continue to refine their methods and explore the implications of their findings, aiming to stimulate further debate and potentially reshape our understanding of quantum mechanics.

