Inverse Source Problem: Eigenfunction Analysis of Bojarski's Integral Equation
DENVER RESEARCH INST CO DIV OF MATHEMATICAL SCIENCES
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An integral equation elsewhere employed to solve inverse source problems is discussed from the viewpoint of Hilbert Space theory. The eigenfuctions and eigenvalues are determined and the null space is explicitly shown to be infinite dimensional. An existence criterion is established and application is made to the problem of determining sources which radiate maximum power for given input power.
- Theoretical Mathematics