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Type: Article
Scattering of Evanescent Particles
Abstract:
Massive Klein-Gordon theory is quantized on the timelike hypercylinder in Minkowski space. Crucially, not only the propagating, but also the evanescent sector of phase space is included, laying in this way foundations for a quantum scattering theory of fields at finite distance. The novel $\alpha$-Kähler quantization scheme is employed in the framework of general boundary quantum field theory. A potential quantization ambiguity is fixed by stringent requirements, leading to a unitary radial evolution. Formulas for building scattering amplitudes and correlation functions are exhibited.
Massive Klein-Gordon theory is quantized on the timelike hypercylinder in Minkowski space. Crucially, not only the propagating, but also the evanescent sector of phase space is included, laying in this way foundations for a quantum scattering theory of fields at finite distance. The novel $\alpha$-Kähler quantization scheme is employed in the framework of general boundary quantum field theory. A potential quantization ambiguity is fixed by stringent requirements, leading to a unitary radial evolution. Formulas for building scattering amplitudes and correlation functions are exhibited.
Keywords: Quantum theory||Quantum scattering theory||S-matrix theory
MSC: 81U20 (81T20)
Journal: International Journal of Modern Physics A
ISSN: 1793-656X
Year: 2023
Volume: 38
Number: 15-16
Year Preprint: 2021
Pages: Paper No. 2350081



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