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Possibility of complex eigenvalues in approximate solutions of the homogeneus Faddeev equations and their implication for the general n-body case

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Bibliographische Detailangaben
Zeitschriftentitel: Physics Letters B
Personen und Körperschaften: Krüger, H., Levin, F.S.
In: Physics Letters B, 65, 1976, 2, S. 109-112
Format: E-Article
Sprache: Englisch
veröffentlicht:
Elsevier BV
Schlagwörter:
Nuclear and High Energy Physics
author_facet Krüger, H.
Levin, F.S.
Krüger, H.
Levin, F.S.
author Krüger, H.
Levin, F.S.
spellingShingle Krüger, H.
Levin, F.S.
Physics Letters B
Possibility of complex eigenvalues in approximate solutions of the homogeneus Faddeev equations and their implication for the general n-body case
Nuclear and High Energy Physics
author_sort krüger, h.
spelling Krüger, H. Levin, F.S. 0370-2693 Elsevier BV Nuclear and High Energy Physics http://dx.doi.org/10.1016/0370-2693(76)90005-8 Possibility of complex eigenvalues in approximate solutions of the homogeneus Faddeev equations and their implication for the general n-body case Physics Letters B
doi_str_mv 10.1016/0370-2693(76)90005-8
facet_avail Online
finc_class_facet Technik
Physik
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series Physics Letters B
source_id 49
title Possibility of complex eigenvalues in approximate solutions of the homogeneus Faddeev equations and their implication for the general n-body case
title_unstemmed Possibility of complex eigenvalues in approximate solutions of the homogeneus Faddeev equations and their implication for the general n-body case
title_full Possibility of complex eigenvalues in approximate solutions of the homogeneus Faddeev equations and their implication for the general n-body case
title_fullStr Possibility of complex eigenvalues in approximate solutions of the homogeneus Faddeev equations and their implication for the general n-body case
title_full_unstemmed Possibility of complex eigenvalues in approximate solutions of the homogeneus Faddeev equations and their implication for the general n-body case
title_short Possibility of complex eigenvalues in approximate solutions of the homogeneus Faddeev equations and their implication for the general n-body case
title_sort possibility of complex eigenvalues in approximate solutions of the homogeneus faddeev equations and their implication for the general n-body case
topic Nuclear and High Energy Physics
url http://dx.doi.org/10.1016/0370-2693(76)90005-8
publishDate 1976
physical 109-112
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author Krüger, H., Levin, F.S.
author_facet Krüger, H., Levin, F.S., Krüger, H., Levin, F.S.
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imprint Elsevier BV, 1976
imprint_str_mv Elsevier BV, 1976
institution DE-Zi4, DE-Gla1, DE-15, DE-Pl11, DE-Rs1, DE-14, DE-105, DE-Ch1, DE-L229, DE-D275, DE-Bn3, DE-Brt1, DE-Zwi2, DE-D161
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match_str kruger1976possibilityofcomplexeigenvaluesinapproximatesolutionsofthehomogeneusfaddeevequationsandtheirimplicationforthegeneralnbodycase
mega_collection Elsevier BV (CrossRef)
physical 109-112
publishDate 1976
publishDateSort 1976
publisher Elsevier BV
record_format ai
recordtype ai
series Physics Letters B
source_id 49
spelling Krüger, H. Levin, F.S. 0370-2693 Elsevier BV Nuclear and High Energy Physics http://dx.doi.org/10.1016/0370-2693(76)90005-8 Possibility of complex eigenvalues in approximate solutions of the homogeneus Faddeev equations and their implication for the general n-body case Physics Letters B
spellingShingle Krüger, H., Levin, F.S., Physics Letters B, Possibility of complex eigenvalues in approximate solutions of the homogeneus Faddeev equations and their implication for the general n-body case, Nuclear and High Energy Physics
title Possibility of complex eigenvalues in approximate solutions of the homogeneus Faddeev equations and their implication for the general n-body case
title_full Possibility of complex eigenvalues in approximate solutions of the homogeneus Faddeev equations and their implication for the general n-body case
title_fullStr Possibility of complex eigenvalues in approximate solutions of the homogeneus Faddeev equations and their implication for the general n-body case
title_full_unstemmed Possibility of complex eigenvalues in approximate solutions of the homogeneus Faddeev equations and their implication for the general n-body case
title_short Possibility of complex eigenvalues in approximate solutions of the homogeneus Faddeev equations and their implication for the general n-body case
title_sort possibility of complex eigenvalues in approximate solutions of the homogeneus faddeev equations and their implication for the general n-body case
title_unstemmed Possibility of complex eigenvalues in approximate solutions of the homogeneus Faddeev equations and their implication for the general n-body case
topic Nuclear and High Energy Physics
url http://dx.doi.org/10.1016/0370-2693(76)90005-8