Weekly Schedule
Introduction to the project " the inverse spectral theory for discrete Schrodinger operators", May 13, 2020. Instructor: Wencai Liu. Note
Introduction to possible problems to be studied, May 20, 2020. Instructor: Wencai Liu. Note
Spectral theory for Hermitian Matrices, May 27, 2020. Student presentations: Jerik Eakins Note, Samuel Currans Note. Instructor: Wencai Liu Note
Min-Max principle for Hermitian Matrices, June 3, 2020. Student presentations: Jerik Eakins Note, William Frendreiss Note. Instructor: Wencai Liu Note
The spectrum for free discrete Schrodinger operators, June 10, 2020. Student presentations: Alejandra Puente Note, Lucille Lamb Note 1 Note 2, Instructors: Wencai Liu Note; Burak Hatinoglu Note
Proof of Ambarzumian Problem, June 17, 2020. Student presentations: Shivashriganesh Mahato Note, Sithija Manage Note. Instructor: Wencai Liu Note
Eigenvaules and eigenvectors for Jacobi operators, and $m-$function theory I, June 24, 2020. Student presentation: William Frendreiss Note, Instructor: Burak Hatinoglu Note
$m-$function theory II, July 1, 2020. Instructor: Burak Hatinoglu Note
Discrete Fourier tansform and $m-$function theory III, July 8, 2020. Student presentation: William Frendreiss Note, Instructor: Burak Hatinoglu Note
$m-$function theory IV, July 15, 2020. Instructor: Burak Hatinoglu Note
Proof of Theorem 1 "Inverse Eigenvalue Problems for Jacobi Matrices" by Hald, July 22, 2020. Student presentation: Sithija Manage
Proof of Theorem 2 "Inverse Eigenvalue Problems for Jacobi Matrices" by Hald, July 29, 2020. Student presentation: Lucille Lamb
Strict inequality of alternative eigenvalues of Jacobi matrices, August 5, 2020. Student presentations: Jerik Eakins Note, William Frendreiss Note
Ambarzumian type problems with mixed data, August 12, 2020. Instructor: Burak Hatinoglu Note