Traveling Faster than the Speed of Light in Non-Commutative Geometry
Akikazu Hashimoto, N. Itzhaki
TL;DR
This paper investigates solitons in non-commutative gauge theories and discovers they can move faster than light over long distances, challenging conventional physics assumptions.
Contribution
It reveals that solitons in non-commutative gauge theories can exceed the speed of light, providing new insights into their dynamical behavior.
Findings
Solitons can travel faster than light in non-commutative spaces
Faster-than-light travel persists over arbitrarily long distances
Results challenge traditional notions of causality in gauge theories
Abstract
We study various dynamical aspects of solitons in non-commutative gauge theories and find surprising results. Among them is the observation that the solitons can travel faster than the speed of light for arbitrarily long distances.
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