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Structure of light-front vacuum sector diagrams

机译:光前真空扇区图的结构

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We study the structure of scalar field light-front quantization vacuum graphs. In instant-time quantization both non-vacuum and vacuum graphs can equivalently be described by either the off-shell four-dimensional Feynman diagram approach or the on-shell three-dimensional Fock space approach, with this being the case since the relevant Feynman diagrams are given entirely by pole terms. This is also the case for light-front quantization non-vacuum graphs. However this is not the case for light-front vacuum sector diagrams, since then there are also circle at infinity contributions to Feynman diagrams. These non-pole contributions cause light-front vacuum diagrams to be nonzero and to not be given by a light-front Hamiltonian Fock space analysis. The three-dimensional approach thus fails in the light-front vacuum sector. In consequence, the closely related infinite momentum frame approach also fails in the light-front vacuum sector. (C) 2019 The Authors. Published by Elsevier B.V.
机译:我们研究了标量场光前量量化真空图的结构。 在即时量化的情况下,通过脱壳四维Feynman图方法或壳牌三维套管空间方法可以等同地描述非真空和真空图,这是这种情况自相关Feynman图以来的情况 完全符合极点术语。 对于光前量化非真空图,这也是如此。 然而,光前真空扇区图并非如此,因此在Infinity贡献中也存在于Feynman图。 这些非极点贡献导致光前真空图是非零,而不是由光前汉密尔顿套管空间分析给出。 因此,三维方法在光前真空扇区中失效。 结果,密切相关的无限动量框架方法也在光前真空扇区中失效。 (c)2019年作者。 由elsevier b.v出版。

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