Author

Skibinski, Roman

INSPIRE profile1031176 ORCID0000-0003-0806-4634

9 papers·2,273 citations in this corpus

	Paper	Category
Mar 1, 2021#32102.13408	Perturbative treatment of three-nucleon force contact terms in three-nucleon Faddeev equations H. Witała🇵🇱 · J. Golak🇵🇱 · R. Skibiński🇵🇱 · K. Topolnicki🇵🇱	nucl-th	Few Body Syst.	9
May 9, 2016#21605.02011	Role of the total isospin 3/2 component in three-nucleon reactions H. Witała · J. Golak · R. Skibiński · K. Topolnicki · E. Epelbaum · K. Hebeler · H. Kamada · H. Krebs · U.-G. Meißner · A. Nogga	nucl-th	Few Body Syst.	14
Jun 18, 2012#5*1206.3400	Deuteron disintegration in three dimensions K. Topolnicki🇵🇱 · J. Golak🇵🇱 · R. Skibinski🇵🇱 · A. E. Elmeshneb🇵🇱 · W. Gloeckle🇩🇪 · A. Nogga🇩🇪 · H. Kamada🇯🇵	nucl-th	Few Body Syst.	8
Jun 15, 2012#3*1206.3155	Different Methods for the Two-Nucleon T-Matrix in the Operator Form J. Golak🇵🇱 · R. Skibinski🇵🇱 · H. Witala🇵🇱 · K. Topolnicki🇵🇱 · W. Gloeckle🇩🇪 · A. Nogga🇩🇪 · H. Kamada🇯🇵	nucl-th	Few Body Syst.	14
Jun 15, 2012#4*1206.3192	A Three-Dimensional Treatment of the Three-Nucleon Bound State J. Golak🇵🇱 · K. Topolnicki🇵🇱 · R. Skibinski🇵🇱 · W. Gloeckle🇩🇪 · H. Kamada🇯🇵 · A. Nogga🇩🇪	nucl-th	Few Body Syst.	20
Sep 1, 2010#7*1008.5215	Mini review of Poincaré invariant quantum theory W. N. Polyzou🇺🇸 · Ch. Elster🇺🇸 · W. Glöckle🇺🇸 · J. Golak🇩🇪 · Y. Huang🇵🇱 · H. Kamada🇵🇱 · R. Skibiński🇵🇱 · H. Witała🇯🇵	↳ math-ph	Few Body Syst.	36
Jun 2, 2009#10*0906.0321	A New Treatment of 2N and 3N Bound States in Three Dimensions W.Glockle🇩🇪 · Ch.Elster🇺🇸 · J.Golak🇵🇱 · R.Skibinski🇵🇱 · H.Witala🇵🇱 · H.Kamada🇯🇵	nucl-th	Few Body Syst.	18
May 27, 2009#4*0905.4136	The exact three-dimensional half-shell t-matrix for a sharply cut-off Coulomb potential in the screening limit W.Glockle🇩🇪 · J.Golak🇵🇱 · R.Skibinski🇵🇱 · H.Witala🇵🇱	nucl-th	Few Body Syst.	4
Feb 12, 2004#1*nucl-th/0402030	Faddeev calculations of break-up reactions with realistic experimental constraints J. Kuros-Zolnierczuk🇺🇸 · P. Thorngren Engblom🇸🇪 · H-O. Meyer🇺🇸 · T. J. Whitaker🇺🇸 · H. Witala🇵🇱 · J. Golak🇵🇱 · H. Kamada🇯🇵 · A. Nogga🇺🇸 · R. Skibinski🇵🇱	nucl-th	Few Body Syst.	8

Perturbative treatment of three-nucleon force contact terms in three-nucleon Faddeev equations
H. Witała🇵🇱 · J. Golak🇵🇱 · R. Skibiński🇵🇱 · K. Topolnicki🇵🇱
Mar 1, 2021#3nucl-thFew Body Syst.9 citations
Role of the total isospin 3/2 component in three-nucleon reactions
H. Witała · J. Golak · R. Skibiński · K. Topolnicki · E. Epelbaum · K. Hebeler · H. Kamada · H. Krebs · U.-G. Meißner · A. Nogga
May 9, 2016#2nucl-thFew Body Syst.14 citations
Deuteron disintegration in three dimensions
K. Topolnicki🇵🇱 · J. Golak🇵🇱 · R. Skibinski🇵🇱 · A. E. Elmeshneb🇵🇱 · W. Gloeckle🇩🇪 · A. Nogga🇩🇪 · H. Kamada🇯🇵
Jun 18, 2012#5*nucl-thFew Body Syst.8 citations
Different Methods for the Two-Nucleon T-Matrix in the Operator Form
J. Golak🇵🇱 · R. Skibinski🇵🇱 · H. Witala🇵🇱 · K. Topolnicki🇵🇱 · W. Gloeckle🇩🇪 · A. Nogga🇩🇪 · H. Kamada🇯🇵
Jun 15, 2012#3*nucl-thFew Body Syst.14 citations
A Three-Dimensional Treatment of the Three-Nucleon Bound State
J. Golak🇵🇱 · K. Topolnicki🇵🇱 · R. Skibinski🇵🇱 · W. Gloeckle🇩🇪 · H. Kamada🇯🇵 · A. Nogga🇩🇪
Jun 15, 2012#4*nucl-thFew Body Syst.20 citations
Mini review of Poincaré invariant quantum theory
W. N. Polyzou🇺🇸 · Ch. Elster🇺🇸 · W. Glöckle🇺🇸 · J. Golak🇩🇪 · Y. Huang🇵🇱 · H. Kamada🇵🇱 · R. Skibiński🇵🇱 · H. Witała🇯🇵
Sep 1, 2010#7*↳ math-phFew Body Syst.36 citations
A New Treatment of 2N and 3N Bound States in Three Dimensions
W.Glockle🇩🇪 · Ch.Elster🇺🇸 · J.Golak🇵🇱 · R.Skibinski🇵🇱 · H.Witala🇵🇱 · H.Kamada🇯🇵
Jun 2, 2009#10*nucl-thFew Body Syst.18 citations
The exact three-dimensional half-shell t-matrix for a sharply cut-off Coulomb potential in the screening limit
W.Glockle🇩🇪 · J.Golak🇵🇱 · R.Skibinski🇵🇱 · H.Witala🇵🇱
May 27, 2009#4*nucl-thFew Body Syst.4 citations
Faddeev calculations of break-up reactions with realistic experimental constraints
J. Kuros-Zolnierczuk🇺🇸 · P. Thorngren Engblom🇸🇪 · H-O. Meyer🇺🇸 · T. J. Whitaker🇺🇸 · H. Witala🇵🇱 · J. Golak🇵🇱 · H. Kamada🇯🇵 · A. Nogga🇺🇸 · R. Skibinski🇵🇱
Feb 12, 2004#1*nucl-thFew Body Syst.8 citations

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