An inverse problem for an absorbing medium with multiple discontinuities

Author:
Robert J. Krueger

Journal:
Quart. Appl. Math. **36** (1978), 235-253

MSC:
Primary 35R30; Secondary 78A45

DOI:
https://doi.org/10.1090/qam/508770

MathSciNet review:
508770

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References | Similar Articles | Additional Information

**[1]**A. A. Buzdin,*On an inverse problem in a medium with absorption*, Proc. Steklov Inst. Math.**115**, 77-85 (1971) MR**0303828****[2]**M. Jaulent,*Inverse scattering problems in absorbing media*, J. Math. Phys.**17**, 1351-1360 (1976) MR**0416260****[3]**L. Kantorovich and V. Krylov,*Approximate methods of higher analysis*, Noordhoff, 1964**[4]**I. Kay,*The inverse problem when the reflection coefficient is a rational function*, Comm. Pure Appl. Math.**13**, 371-393 (1960) MR**0114540****[5]**R. Krueger,*An inverse problem for a dissipative hyperbolic equation with discontinuous coefficients*, Quart. Appl. Math.**34**, 129-147 (1976) MR**0481676****[6]**R. Krueger,*Some results on linear delay integral equations*, J. Math. Anal. Appl. (to appear) MR**524476****[7]**M. Roseau,*Asymptotic wave theory*, North-Holland, 1976 MR**0433015****[8]**V. Weston,*On the inverse problem for a hyperbolic dispersive partial differential equation*, J. Math. Phys.**13**, 1952-1956 (1972) MR**0315994****[9]**V. Weston,*On inverse scattering*, J. Math. Phys.**15**, 290-213 (1974)**[10]**V. Weston and R. Krueger,*On the inverse problem for a hyperbolic dispersive partial differential equation, II*, J. Math. Phys.**14**, 406-408 (1973);**14**, 1296 (1973) MR**0323234**

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DOI:
https://doi.org/10.1090/qam/508770

Article copyright:
© Copyright 1978
American Mathematical Society