论文标题
原子系统超额费用的新界限
New bounds on the excess charge for atomic systems
论文作者
论文摘要
在本手稿中，使用P.〜t .〜nam在2012年引入的技术和{\ it库仑不确定性原理}，我们证明了与粒子统计无关的非相对论原子系统的多余电荷的新界限。这些新的界限是迄今为止的玻色粒系统的最佳界限，用于原子数$ z $的所有值，它们也是$ z \ le 26 $的费米子系统的最佳界限（即，到化学元素{\ it iron}）
In this manuscript, using a technique introduced by P.~T.~Nam in 2012 and the {\it Coulomb Uncertainty Principle}, we prove new bounds on the excess charge for non relativistic atomic systems, independent of the particle statistics. These new bounds are the best bounds to date for bosonic systems for all values of the atomic number $Z$ and they are also the best bounds for fermionic systems with $Z \le 26$ (i.e., up to the chemical element {\it iron})
