Inverse Boundary Value Problems and a Theorem of Gel'fand and Levitan.
Abstract
This report concerns two so-called inverse problems of mathematical physics. These are: the problem of determining a second-order differential operator (in a normal form) on the half-axis from its spectral function, and, the problem of determining a hyperbolic boundary value problem of a special form in a (non-characteristic) half-plane from its response on the boundary to a unit impulse at some reference time t=o (boundary value of the Riemann function).
Document Details
- Document Type
- Technical Report
- Publication Date
- Apr 01, 1978
- Accession Number
- ADA060659
Entities
People
- W. Symes
Organizations
- University of Wisconsin–Madison