Embracing Infinity: New Physics Framework Uses Surreal Numbers to Understand Black Holes and the Early Universe

Edited by: Vera Mo

Imagine a world where infinity isn't a problem, but a key. That's the promise of a new approach in physics, using surreal numbers to understand the universe's most extreme conditions. This innovative framework, developed by researchers, is poised to revolutionize our understanding of black holes and the very beginning of time.

The core idea involves surreal numbers, an extension of real numbers that includes infinitesimals and infinite quantities. Introduced by mathematician John Horton Conway, this system provides a rich structure for mathematical analysis. This allows physicists to naturally incorporate infinities, rather than trying to eliminate them.

The potential applications are vast. In quantum mechanics, surreal numbers could unify the field with the holographic principle and the many-worlds interpretation. They also offer a stable foundation for quantum field theories, potentially solving issues related to infinities in particle physics. This could lead to a more cohesive understanding of quantum phenomena.

Sources

  • The Irish Times

  • Surreal number

  • A Unified Mathematical Framework for Quantum Mechanics: Integrating the Holographic Principle, Many-Worlds Interpretation, and Advanced Number Systems

  • Surreal fields stable under exponential, logarithmic, derivative and anti-derivative functions

  • Some Mathematical and Physical Remarks on Surreal Numbers

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