Yi-Hsuan Lin

most citedEntanglement principle for the fractional Laplacian with applications to inverse problems

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math.AP2025

Entanglement principle and fractional Calderón problem for nonlocal parabolic operators

Ru-Yu Lai, Yi-Hsuan Lin, Lili Yan

We examine inverse problems for the variable-coefficient nonlocal parabolic operator $(\partial_{t} - Δ_{g})^{s}$ , where $0 < s < 1$ . This article makes two primary contributions. First,…

math.AP2024★ 1 cited

Entanglement principle for the fractional Laplacian with applications to inverse problems

Ali Feizmohammadi, Yi-Hsuan Lin

We prove an entanglement principle for fractional Laplace operators on $R^{n}$ for $n \geq 2$ as follows; if different fractional powers of the Laplace operator acting on seve…