Author

Gegelia, Jambul

INSPIRE profile1008693 ORCID0000-0002-5720-9978

14 papers·2,787 citations in this corpus

	Paper	Category
Jan 22, 2020#52001.07040	How to renormalize integral equations with singular potentials in effective field theory E. Epelbaum🇩🇪 · A. M. Gasparyan🇩🇪 · J. Gegelia🇩🇪 · Ulf-G. Meißner🇬🇪 · X.-L. Ren🇩🇪	nucl-th	EPJA	30
Mar 5, 2019#71903.01273	Reply to "Comment on "How (not) to renormalize integral equations with singular potentials in effective field theory" E. Epelbaum🇩🇪 · A. M. Gasparyan🇷🇺 · J. Gegelia🇩🇪 · Ulf-G. Meißner🇩🇪	nucl-th	EPJA	14
Oct 8, 2018#41810.02646	How (not) to renormalize integral equations with singular potentials in effective field theory E. Epelbaum🇩🇪 · A. M. Gasparyan🇩🇪 · J. Gegelia🇩🇪 · Ulf-G. Meißner🇩🇪	nucl-th	EPJA	71
Nov 21, 2016#31611.06040	Renormalization of the three-boson system with short-range interactions revisited E. Epelbaum🇩🇪 · J. Gegelia🇩🇪 · Ulf-G. Meißner🇩🇪 · De-Liang Yao🇩🇪	nucl-th	EPJA	19
Jun 7, 2016#41606.01489	Two-nucleon scattering in a modified Weinberg approach with a symmetry-preserving regularization J. Behrendt🇩🇪 · E. Epelbaum🇩🇪 · J. Gegelia🇩🇪 · Ulf-G. Meißner🇩🇪 · A. Nogga🇩🇪	nucl-th	EPJA	16
Oct 13, 2015#111510.02209	New fixed points of the renormalisation group for two-body scattering M. C. Birse🇬🇧 · E. Epelbaum🇩🇪 · J. Gegelia🇩🇪	↳ hep-ph	EPJA	5
Jan 7, 2015#31501.01191	$^{1} S_{0}$ nucleon-nucleon scattering in the modified Weinberg approach E. Epelbaum · A. M. Gasparyan · J. Gegelia · H. Krebs	nucl-th	EPJA	36
Nov 29, 2013#1*1311.7164	Deuteron electromagnetic form factors in a renormalizable formulation of chiral effective field theory E. Epelbaum🇩🇪 · A. M. Gasparyan🇩🇪 · J. Gegelia🇩🇪 · M. R. Schindler🇺🇸	nucl-th	EPJA	26
Jun 23, 2009#6*0906.3822	Regularization, renormalization and "peratization" in effective field theory for two nucleons E. Epelbaum🇩🇪 · J. Gegelia🇩🇪	nucl-th	EPJA	157
Nov 14, 2007#6*0711.1982	The physical meaning of scattering matrix singularities in coupled-channel formalisms S. Capstick🇺🇸 · A. Svarc🇭🇷 · L. Tiator🇩🇪 · J. Gegelia🇩🇪 · M.M. Giannini🇮🇹 · E. Santopinto🇮🇹 · C. Hanhart🇩🇪 · S. Scherer🇩🇪 · T.-S.H. Lee🇺🇸 · T. Sato🇺🇸 · N. Suzuki🇺🇸	↳ hep-ph	EPJA	25
Apr 20, 2006#4*hep-ph/0604164	Probing the convergence of perturbative series in baryon chiral perturbation theory D. Djukanovic🇩🇪 · J.Gegelia🇩🇪 · S. Scherer🇩🇪	↳ hep-ph	EPJA	33
Sep 2, 2005#5*nucl-th/0509005	Electromagnetic form factors of the nucleon in chiral perturbation theory including vector mesons Matthias R. Schindler🇩🇪 · Jambul Gegelia🇩🇪 · Stefan Scherer🇩🇪	nucl-th	EPJA	148
Oct 3, 2003#7*nucl-th/0310012	Is the strong-interaction proton-proton scattering length renormalization scale dependent in effective field theory? J. Gegelia🇩🇪	nucl-th	EPJA	20
Sep 22, 2003#8*hep-ph/0309234	Structure of the nucleon in chiral perturbation theory Thomas Fuchs🇩🇪 · Jambul Gegelia🇩🇪 · Stefan Scherer🇩🇪	↳ hep-ph	EPJA	37

How to renormalize integral equations with singular potentials in effective field theory
E. Epelbaum🇩🇪 · A. M. Gasparyan🇩🇪 · J. Gegelia🇩🇪 · Ulf-G. Meißner🇬🇪 · X.-L. Ren🇩🇪
Jan 22, 2020#5nucl-thEPJA30 citations
Reply to "Comment on "How (not) to renormalize integral equations with singular potentials in effective field theory"
E. Epelbaum🇩🇪 · A. M. Gasparyan🇷🇺 · J. Gegelia🇩🇪 · Ulf-G. Meißner🇩🇪
Mar 5, 2019#7nucl-thEPJA14 citations
How (not) to renormalize integral equations with singular potentials in effective field theory
E. Epelbaum🇩🇪 · A. M. Gasparyan🇩🇪 · J. Gegelia🇩🇪 · Ulf-G. Meißner🇩🇪
Oct 8, 2018#4nucl-thEPJA71 citations
Renormalization of the three-boson system with short-range interactions revisited
E. Epelbaum🇩🇪 · J. Gegelia🇩🇪 · Ulf-G. Meißner🇩🇪 · De-Liang Yao🇩🇪
Nov 21, 2016#3nucl-thEPJA19 citations
Two-nucleon scattering in a modified Weinberg approach with a symmetry-preserving regularization
J. Behrendt🇩🇪 · E. Epelbaum🇩🇪 · J. Gegelia🇩🇪 · Ulf-G. Meißner🇩🇪 · A. Nogga🇩🇪
Jun 7, 2016#4nucl-thEPJA16 citations
New fixed points of the renormalisation group for two-body scattering
M. C. Birse🇬🇧 · E. Epelbaum🇩🇪 · J. Gegelia🇩🇪
Oct 13, 2015#11↳ hep-phEPJA5 citations
$^{1} S_{0}$ nucleon-nucleon scattering in the modified Weinberg approach
E. Epelbaum · A. M. Gasparyan · J. Gegelia · H. Krebs
Jan 7, 2015#3nucl-thEPJA36 citations
Deuteron electromagnetic form factors in a renormalizable formulation of chiral effective field theory
E. Epelbaum🇩🇪 · A. M. Gasparyan🇩🇪 · J. Gegelia🇩🇪 · M. R. Schindler🇺🇸
Nov 29, 2013#1*nucl-thEPJA26 citations
Regularization, renormalization and "peratization" in effective field theory for two nucleons
E. Epelbaum🇩🇪 · J. Gegelia🇩🇪
Jun 23, 2009#6*nucl-thEPJA157 citations
The physical meaning of scattering matrix singularities in coupled-channel formalisms
S. Capstick🇺🇸 · A. Svarc🇭🇷 · L. Tiator🇩🇪 · J. Gegelia🇩🇪 · M.M. Giannini🇮🇹 · E. Santopinto🇮🇹 · C. Hanhart🇩🇪 · S. Scherer🇩🇪 · T.-S.H. Lee🇺🇸 · T. Sato🇺🇸 · N. Suzuki🇺🇸
Nov 14, 2007#6*↳ hep-phEPJA25 citations
Probing the convergence of perturbative series in baryon chiral perturbation theory
D. Djukanovic🇩🇪 · J.Gegelia🇩🇪 · S. Scherer🇩🇪
Apr 20, 2006#4*↳ hep-phEPJA33 citations
Electromagnetic form factors of the nucleon in chiral perturbation theory including vector mesons
Matthias R. Schindler🇩🇪 · Jambul Gegelia🇩🇪 · Stefan Scherer🇩🇪
Sep 2, 2005#5*nucl-thEPJA148 citations
Is the strong-interaction proton-proton scattering length renormalization scale dependent in effective field theory?
J. Gegelia🇩🇪
Oct 3, 2003#7*nucl-thEPJA20 citations
Structure of the nucleon in chiral perturbation theory
Thomas Fuchs🇩🇪 · Jambul Gegelia🇩🇪 · Stefan Scherer🇩🇪
Sep 22, 2003#8*↳ hep-phEPJA37 citations

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