Blair Davey

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20122026

most citedSome quantitative unique continuation results for eigenfunctions of the magnetic Schrödinger operator

40 citations · 73 across the 20 of their papers we have counts for

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math.AP2012

Sharp constructions of eigenfunctions of the magnetic Schrödinger operator

Blair Davey

We prove sharpness of quantitative unique continuation results for solutions of $-Δu + W\cdot \nabla u + V u = \la u$, where $\la \in \C$ and $V$ and $W$ are complex-valued decayin…

math.AP2012★ 40 cited

Some quantitative unique continuation results for eigenfunctions of the magnetic Schrödinger operator

Blair Davey

We prove quantitative unique continuation results for solutions of $- Δ u + W \cdot \nabla u + V u = λ u$ , where $λ \in C$ and $V$ and $W$ are complex-valued decaying potentials…