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2T-Physics 2001

机译:2T-Physics 2001

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摘要

The physics that is traditionally formulated in one-time-physics (IT-physics) can also be formulated in two-time-physics (2T-physics). The physical phenomena in IT or 2T physics are not different, but the spacetime formalism used to describe them is. The 2T description involves two extra dimension (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 is a unificatin of diverse 1T dynamics by making manifest hidden symmetries and relationships among them. Such symmetries and relationships is the evidence for the presence of the underlying higher dimensional spacetime structure. 2T-physics could be viewed as a device for gaining a better understanding of 1T-physics, but beyond this, 2T-physics offers new vistas in the search of the unified theory while raising deep questions about the meaning of spacetime. In these lectures, the recent developments in the gauge field theory formulation of 2T-physics will be described after a brief review of the results obtained so far in the worldline approach.
机译:传统上在一次性物理(IT物理)中配制的物理学也可以在两次物理学(2T物理)中配制。它的物理现象或2T物理学并不不同,但用于描述它们的时空形式主义是。 2T描述涉及两个额外的尺寸(一次和一个空格),更为对称,并表明1T-Mathics的许多隐藏功能。一个这样的隐藏特征是D尺寸在D尺寸中显然不同的1T动态系统的家庭在D + 2维中全面地描述了相同的2T系统。在2T - 物理中有两种时间尺寸,但也有一个关键的表对称性,介于空间,从而使2T物理有效地相当于1T-Mathics。仪表对称性也负责以两种时刻尺寸确保时代的因果关系和统一性。通过2T-Priceics获得的是通过制作清单隐藏的对称和它们之间的关系来实现多元化的1T动态。这种对称性和关系是存在潜在的更高尺寸超空间结构的证据。 2T-物理可以被视为一个设备,以便更好地了解1T物理,但除此之外,2T-Physics在寻求统一理论时提供新的远程,同时提高关于时空含义的深刻问题。在这些讲座中,在短暂审查到目前为止在世俗方法中获得的结果,将描述2T物理学的仪表场理论制定的最新发展。

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