How Important is Steady State Cosmology to Classical and Quantum Electrodynamics?

Mathematics – Logic

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Scientific paper

IN a recent article on cosmology and electrodynamics, Hoyle and Narlikar1 have argued that the direct action electrodynamics of Wheeler and Feynman2 may be used as evidence that the steady state model of cosmology is the correct form of cosmology in the physical universe (see also ref. 3). They base their argument on the fact that conventional Maxwell-Lorentz electrodynamics, being basically inconsistent because of the presence of self-energy infinities, can be supplanted only by the Wheeler-Feynman electrodynamics (the justification of the complete absorber assumption coming automatically out of the steady state model of cosmology). This argument would apparently establish a strong connexion between local electrodynamics and steady state cosmology were it not for the fact that a third and more consistent form of electrodynamics exists (in which the Lorentz-Dirac equation can be derived from a variational principle, without any infinite self-interactions, and without recourse to any cosmological assumptions about complete absorption).

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