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Increasing stability in the linearized inverse Schrodinger potential problems

Speaker: 陆帅教授,复旦大学
Inviter:
Title: Increasing stability in the linearized inverse Schrodinger potential problems
Language: Chinese 
Time & Venue: 2024.12.25 10:00-11:00 #腾讯会议:934-831-310 
Abstract: Inverse Schrodinger potential problem concerns about the recovery of a potential function in the Schrodinger equation in a bounded domain through the DtN map. In this talk, we introduce the linearized DtN map, and prove a stability estimate with explicit dependence on wavenumbers. This is an increasing stability result, in the sense that the logarithmic stable term decays when wavenumber increases. The talk is based on joint works with Victor Isakov (Wichita), Mikko Salo (Jyvaskyla), Boxi Xu (SUFE) and Sen Zou (Fudan).

   


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