Inverse spectral theory as influenced by Barry Simon
Fritz Gesztesy
TL;DR
This paper surveys Barry Simon's influential work in inverse spectral theory, focusing on one-dimensional Schrödinger and Jacobi operators, highlighting key theoretical advances and their implications.
Contribution
It provides a comprehensive overview of Barry Simon's principal contributions to inverse spectral theory in one-dimensional operators.
Findings
Key theoretical results in inverse spectral problems
Connections between spectral data and operator potentials
Influence of Simon's work on subsequent research
Abstract
We survey Barry Simon's principal contributions to the field of inverse spectral theory in connection with one-dimensional Schrodinger and Jacobi operators.
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