Search Results for author: Kevin D. Stubbs

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Algebraic localization implies exponential localization in non-periodic insulators

no code implementations7 Jan 2021 Jianfeng Lu, Kevin D. Stubbs

In two and three spatial dimensions, it is well understood for periodic insulators that exponentially-localized Wannier functions exist if and only if there exists an orthonormal basis for the Fermi projection with finite second moment (i. e. all basis elements satisfy $\int |\boldsymbol{x}|^2 |w(\boldsymbol{x})|^2 \,\text{d}{\boldsymbol{x}} < \infty$).

Mathematical Physics Mesoscale and Nanoscale Physics Mathematical Physics

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