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Covariant canonical quantization of fields and Bohmian mechanics

机译:场和Bohmian力学的协变规范量化

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We propose a manifestly covariant canonical method of field quantization based on the classical De Donder-Weyl covariant canonical formulation of field theory. Owing to covariance, the space and time arguments of fields are treated on an equal footing. To achieve both covariance and consistency with standard non-covariant canonical quantization of fields in Minkowski spacetime, it is necessary to adopt a covariant Bohmian formulation of quantum field theory. A preferred foliation of spacetime emerges dynamically owing to a purely quantum effect. The application to a simple time-reparametrization invariant system and quantum gravity is discussed and compared with the conventional non-covariant Wheeler-DeWitt approach.
机译:我们基于场论的经典De Donder-Weyl协变规范公式,提出了一种场量化的明显协变规范方法。由于协方差,字段的时空参数被平等对待。为了在Minkowski时空中实现标准场的非协方差规范化量化的协方差和一致性,有必要采用量子场论的协变Bohmian公式。由于纯粹的量子效应,动态出现了首选的时空。讨论了将其应用于简单的时间重新参数化不变系统和量子引力,并将其与常规非协变Wheeler-DeWitt方法进行了比较。

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