Commutators of current density operators: Asymptotic expansion with the photon mass tending to infinity | Zendy

M. Rühl | Zendy

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Commutators of current density operators: Asymptotic expansion with the photon mass tending to infinity

Author(s) -

M. Rühl

Publication year - 1970

Publication title -

il nuovo cimento a

Language(s) - English

Resource type - Journals

ISSN - 0369-3546

DOI - 10.1007/bf02754119

Subject(s) - lorentz transformation , remainder , infinity , physics , photon , photon energy , quantum electrodynamics , fourier transform , proton , fourier series , lorentz covariance , zero (linguistics) , simple (philosophy) , mathematical physics , mathematical analysis , mathematics , quantum mechanics , philosophy , arithmetic , epistemology , linguistics

Summary After a simple change of co-ordinates we can perform anO 3,1 analysis for which the ratio of photon mass squared to photon energy in the rest system of the proton is fixed. Identifying the poles of the Fourier transforms with Lorentz poles leads us to a model in which the photon picks up part of the proton and scatters off the remainder of the proton by Lorentz-pole exchange. Different Lorentz poles are linked together by current conservation. It is predicted that the ratioσ l:σ t tends to zero at infinity.

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