论文标题
相互交互的相对界限
On Relative Bounds for Interacting Fermion Operators
论文作者
论文摘要
我们考虑了一个Hubbard模型，该模型在其Hartree-fock地面状态周围的离散$ D $ d $二维圆环上具有最近的邻居相互作用，并在有效的动能方面得出了有效相互作用的相对界限。结果表明，$ L $中没有相对边界统一的。
We consider a Hubbard model with nearest neighbor interaction on a discrete $d$-dimensional torus of length $L$ around its Hartree-Fock ground state and derive relative bounds of the effective interaction with respect to the effective kinetic energy. It is shown that there are no relative bounds uniform in $L$.
