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An Arena for Model Building in the Cohen-Glashow Very Special Relativity

机译:Cohen-Glashow相对论中的模型制作竞技场

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The Cohen-Glashow Very Special Relativity (VSR) algebra is defined as the part of the Lorentz algebra which upon addition of CP or T invariance enhances to the full Lorentz group, plus the space-time translations. We show that noncommutative space-time, in particular noncommutative Moyal plane, with light-like noncommutativity provides a robust mathematical setting for quantum field theories which are VSR invariant and hence set the stage for building VSR invariant particle physics models. In our setting the VSR invariant theories are specified with a single deformation parameter, the noncommutativity scale Lambda(NC). Preliminary analysis with the available data leads to Lambda(NC) greater than or similar to 1-10 TeV.
机译:Cohen-Glashow非常狭义相对论(VSR)代数定义为Lorentz代数的一部分,通过添加CP或T不变性将增强整个Lorentz组,以及时空转换。我们表明,非交换性时空,特别是非交换性Moyal平面,具有类似光的非交换性,为VSR不变的量子场论提供了可靠的数学设置,从而为建立VSR不变的粒子物理模型奠定了基础。在我们的设置中,VSR不变理论由单个变形参数非交换尺度Lambda(NC)指定。使用可用数据进行的初步分析导致Lambda(NC)大于或类似于1-10 TeV。

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