Ruskai , M.B.
Improved Estimate on the Number of Bound States of 
Negatively Charged Bosonic Atoms
(23K, Latex)

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 $\beta$.