Mathematical Physics and Harmonic Analysis Seminar

Date: September 12, 2019

Time: 2:50PM - 3:50PM

Location: BLOC 220

Speaker: Burak Hatinoglu, TAMU

Title: A complex analytic approach to mixed spectral problems (Unusual day, time and room)

Abstract: We consider a generalization of classical inverse spectral results of Borg and Marchenko for the Schroedinger operators on a finite interval with an L^1-potential. After a brief review of inverse spectral theory of one dimensional regular Schroedinger operators, we will discuss the following problem: Can one spectrum together with subsets of another spectrum and norming constants recover the potential?