论文标题
在强大的地方潜在极限上
On the strong local potential limit
论文作者
论文摘要
有限的，绑定的多体系统，即交互操作员，$ v = \ sum v_ {ij} $，是本地的，恰好在强烈主导着动能运算符，$ t = \ sum t_i $，显示出经典限制$ v $，因此单独使用二分化的$ v $，因此，明确的图片是明确的，例如，明确的图像是个天然中的隔离式封闭的束缚。该极限表现出内在的对称性以及质量公式的波动。本工作调查了这种紧急的对称性和波动如何推断到恢复$ t $的物理情况。
Finite, bound, many-body systems, where the interaction operator, $V=\sum v_{ij}$, is local and happens to strongly dominate the kinetic energy operator, $T=\sum t_i$, display a classical limit from diagonalizing $V$ alone, hence a clear picture of interparticle correlations, such as steric blocking emerges. This limit exhibits intrinsic symmetries and also fluctuations from mass formulae. The present work investigates how such emergent symmetries and fluctuations might be extrapolated to physical situations where $T$ is reinstated.
