- 93-122 Ruskai , M.B.
- Improved Estimate on the Number of Bound States of
Negatively Charged Bosonic Atoms
May 11, 93
(auto. generated ps),
of related papers
Abstract. It is shown that the number of bound states of an atom whose
``electrons'' satisfy bosonic symmetry conditions is bounded
above by $C_\beta (\log Z)^\kappa$ where,
$\kappa$ and $C_\beta$ are constants, the nuclear charge $Z > Z_\beta$
for some constant $Z_\beta$ and the number of ``electrons'' $N$
satisifies $N > (1+\beta)Z + 1 $ with
$ \beta > 0$. The constant $\kappa$ is universal, but
$Z_\beta$ depends upon $\beta$ and $C_\beta$ is inversely
proportional to a power of $\beta$.