 96379 Fefferman C., Froehlich J., Graf G.M.
 STABILITY OF ULTRAVIOLETCUTOFF QUANTUM ELECTRODYNAMICS WITH NONRELATIVISTIC MATTER
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Aug 21, 96

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Abstract. We prove that the quantummechanical ground state energy of a system
consisting of an arbitrary number, $M$, of static nuclei of atomic
number \ $\leq Z$ and of an arbitrary number, $N$, of Pauli electrons
interacting with the quantized, ultravioletcutoff radiation field is
bounded below by \ $K\cdot M$, where $K$ is a finite constant depending
on $Z$, on the finestructure constant $\alpha$ and on the ultraviolet
cutoff $\Lambda$, with \ $K\leq K' \Lambda$, as \ $\Lambda \to \infty$, and
$K'$ independent of $\Lambda$.
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