The inverse problem is the identification of the source density, q. A uniqueness and regularity result for the solution to this inverse problem is stated.

Crosta, G. (1999). Mathematical Review: MR1446160 (99d:82062) Kireĭtov, V. R. The Cauchy, the Dirichlet and some inverse problems for the single-velocity Peierls equation of radiative transfer theory in a homogeneously absorbing and scattering medium with isotropic sources. MATHEMATICAL REVIEWS.

Mathematical Review: MR1446160 (99d:82062) Kireĭtov, V. R. The Cauchy, the Dirichlet and some inverse problems for the single-velocity Peierls equation of radiative transfer theory in a homogeneously absorbing and scattering medium with isotropic sources

CROSTA, GIOVANNI FRANCO FILIPPO
1999

Abstract

The inverse problem is the identification of the source density, q. A uniqueness and regularity result for the solution to this inverse problem is stated.
Recensione in rivista
Peierls integral equation; inverse source problem
English
1999
none
Crosta, G. (1999). Mathematical Review: MR1446160 (99d:82062) Kireĭtov, V. R. The Cauchy, the Dirichlet and some inverse problems for the single-velocity Peierls equation of radiative transfer theory in a homogeneously absorbing and scattering medium with isotropic sources. MATHEMATICAL REVIEWS.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/29953
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