Article (Scientific journals)
Partial differential matrix equations for the inverse problem of scattering theory
Coz, M.; Rochus, Pierre
1976In Journal of Mathematical Physics, 17, p. 894-899
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Abstract :
[en] Sufficient conditions for the existence of a continuous translation operator are found in the case of a system of differential equations in which the matrix potential has the singularity of the centripetal term. The sufficient conditions are found in terms of moments of the nuclear potential. The method used employs the Riemann Green's function. Threshold energies introduce a threshold energy dependence into the translation kernel and lead to a requirement of an exponential decrease for terms of the matrix potential.
Disciplines :
Physics
Author, co-author :
Coz, M.
Rochus, Pierre  ;  Université de Liège - ULiège > CSL (Centre Spatial de Liège) - Instrumentation et expérimentation spatiales
Language :
English
Title :
Partial differential matrix equations for the inverse problem of scattering theory
Publication date :
01 June 1976
Journal title :
Journal of Mathematical Physics
ISSN :
0022-2488
eISSN :
1089-7658
Publisher :
American Institute of Physics, Melville, United States - New York
Volume :
17
Pages :
894-899
Peer reviewed :
Peer Reviewed verified by ORBi
Available on ORBi :
since 07 July 2009

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