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- W2951694037 abstract "We study three well known models of matter coupled to the ultraviolet cutoff, quantized radiation field and to the Coulomb potential of arbitrarily many nuclei. Two are nonrelativistic: the first uses the kinetic energy (p+eA(x))^2 and the second uses the Pauli-Fierz energy (p+eA(x))^2 +esigma cdot B(x). The third, no-pair model, is relativistic and replaces the kinetic energy with the Dirac operator D(A), but restricted to its positive spectral subspace, which is the ``electron subspace''. In each case we are able to give an upper bound to the {it binding} energy -- as distinct from the less difficult ground state energy. This implies, for the first time we believe, an estimate, albeit a crude one, of the mass renormalization in these theories." @default.
- W2951694037 created "2019-06-27" @default.
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- W2951694037 date "2001-10-22" @default.
- W2951694037 modified "2023-09-27" @default.
- W2951694037 title "A Bound on Binding Energies and Mass Renormalization in Models of Quantum Electrodynamics" @default.
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