
TL;DR
2T-physics extends traditional 1T-physics by introducing two time dimensions, revealing hidden symmetries and relationships among dynamical systems, and providing a unified higher-dimensional framework that enhances understanding of spacetime and fundamental physics.
Contribution
This paper introduces the formulation of 2T-physics, highlighting its symmetry, gauge structure, and how it unifies diverse 1T-physics systems through hidden higher-dimensional relationships.
Findings
2T-physics involves two time dimensions with a gauge symmetry that preserves causality.
It reveals hidden symmetries unifying different 1T systems.
The approach offers new insights into the structure of spacetime and fundamental interactions.
Abstract
The physics that is traditionally formulated in one--time-physics (1T-physics) can also be formulated in two-time-physics (2T-physics). The physical phenomena in 1T or 2T physics are not different, but the spacetime formalism used to describe them is. The 2T description involves two extra dimensions (one time and one space), is more symmetric, and makes manifest many hidden features of 1T-physics. One such hidden feature is that families of apparently different 1T-dynamical systems in d dimensions holographically describe the same 2T system in d+2 dimensions. In 2T-physics there are two timelike dimensions, but there is also a crucial gauge symmetry that thins out spacetime, thus making 2T-physics effectively equivalent to 1T-physics. The gauge symmetry is also responsible for ensuring causality and unitarity in a spacetime with two timelike dimensions. What is gained through 2T-physics…
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