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Counting the number of tridiagonal Hermitian matrices with the same eigenvalues

Speaker: Krishna Maddaly, Professor, Ashoka University

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Abstract:  Inverse spectral theory is a deep study of recovering a potential configuration from the spectrum of a Schrodinger operator in Quantum Mechanics. This problem will be presented in a simple form of recovering a tridiagonal Hermitian matrix from its eigenvalues and counting them. The background needed is linear algebra, complex analysis, and calculus.

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Study at Ashoka