论文标题
加权$ l^p $空间的独特性，用于无限图上的schrödinger方程
Uniqueness in weighted $l^p$ spaces for the Schrödinger equation on infinite graphs
论文作者
论文摘要
我们研究了在无限图上构成的Schrödinger-type椭圆方程的溶液的唯一性。假定解决方案属于合适的加权$ \ ell^p $空间，其中$ p \ geq 1 $，而权重与潜力和$ p $有关
We investigate uniqueness of solutions to Schrödinger-type elliptic equations posed on infinite graphs. Solutions are assumed to belong to suitable weighted $\ell^p$ spaces where $p\geq 1$ and the weight is related to both the potential and $p$
