E. Toprak

activity

20152023

most citedOn the Fourth order Schrödinger equation in three dimensions: dispersive estimates and zero energy resonances

29 citations · 87 across the 7 of their papers we have counts for

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math.AP2023

Bounds on the number of scattering poles of half-Laplacian in odd dimensions, $d \geq 3$

Ebru Toprak

We study the scattering poles of $- Δ + V$ , where $V$ is a compactly supported, bounded and complex valued potential. We show that the resolvent operator $χ R_{V} χ$ has a mero…

Bounds on the number of scattering poles of half-Laplacian in odd dimensions, d≥3

Bounds on the number of scattering poles of half-Laplacian in odd dimensions, $d \geq 3$