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Dean Lee
Dean Lee
Facility for Rare Isotope Beams and Department of Physics and Astronomy, Michigan State University
在 frib.msu.edu 的电子邮件经过验证 - 首页
标题
引用次数
引用次数
年份
Ab initio calculation of the Hoyle state
E Epelbaum, H Krebs, D Lee, UG Meißner
Phys. Rev. Lett 106, 192501, 2011
4352011
Lattice simulations for few-and many-body systems
D Lee
Progress in Particle and Nuclear Physics 63 (1), 117-154, 2009
3382009
Structure and rotations of the Hoyle state
E Epelbaum, H Krebs, TA Lähde, D Lee, UG Meißner
Physical Review Letters 109 (25), 252501, 2012
3252012
Microscopic clustering in light nuclei
M Freer, H Horiuchi, Y Kanada-En’yo, D Lee, UG Meißner
Review of Modern Physics 90, 035004, 2018
2992018
Ab initio alpha–alpha scattering
S Elhatisari, D Lee, G Rupak, E Epelbaum, H Krebs, TA Lähde, T Luu, ...
Nature 528 (7580), 111-114, 2015
1842015
Ab Initio Calculation of the Spectrum and Structure of
E Epelbaum, H Krebs, TA Lähde, D Lee, UG Meißner, G Rupak
Physical review letters 112 (10), 102501, 2014
1702014
Lattice simulations for light nuclei: Chiral effective field theory at leading order
B Borasoy, E Epelbaum, H Krebs, D Lee, UG Meißner
The European Physical Journal A 31, 105-123, 2007
1412007
Lattice effective field theory for medium-mass nuclei
TA Lähde, E Epelbaum, H Krebs, D Lee, UG Meißner, G Rupak
Physics Letters B 732, 110-115, 2014
1372014
Eigenvector continuation with subspace learning
D Frame, R He, I Ipsen, D Lee, D Lee, E Rrapaj
Physical review letters 121 (3), 032501, 2018
1352018
Colloquium: Machine learning in nuclear physics
A Boehnlein, M Diefenthaler, N Sato, M Schram, V Ziegler, C Fanelli, ...
Reviews of modern physics 94 (3), 031003, 2022
1292022
Lattice Effective Field Theory Calculations for , 4, 6, 12 Nuclei
E Epelbaum, H Krebs, D Lee, UG Meißner
Physical review letters 104 (14), 142501, 2010
1252010
Viability of carbon-based life as a function of the light quark mass
E Epelbaum, H Krebs, TA Lähde, D Lee, UG Meißner
Physical review letters 110 (11), 112502, 2013
1242013
Cold dilute neutron matter on the lattice. II. Results in the unitary limit
D Lee, T Schäfer
Physical Review C—Nuclear Physics 73 (1), 015202, 2006
1112006
Nuclear binding near a quantum phase transition
S Elhatisari, N Li, A Rokash, JM Alarcón, D Du, N Klein, B Lu, UG Meißner, ...
Physical review letters 117 (13), 132501, 2016
1042016
Nuclear lattice simulations with chiral effective field theory
D Lee, B Borasoy, T Schaefer
Physical Review C—Nuclear Physics 70 (1), 014007, 2004
1042004
Ground-state energy of dilute neutron matter at next-to-leading order in lattice chiral effective field theory
E Epelbaum, H Krebs, D Lee, UG Meißner
The European Physical Journal A 40, 199-213, 2009
1022009
Eigenvector continuation as an efficient and accurate emulator for uncertainty quantification
S König, A Ekström, K Hebeler, D Lee, A Schwenk
Physics Letters B 810, 135814, 2020
992020
Causality and the effective range expansion
HW Hammer, D Lee
Annals of Physics 325 (10), 2212-2233, 2010
972010
Topological phases for bound states moving in a finite volume
S Bour, S König, D Lee, HW Hammer, UG Meißner
Physical Review D—Particles, Fields, Gravitation, and Cosmology 84 (9), 091503, 2011
952011
Lattice calculations for A= 3, 4, 6, 12 nuclei using chiral effective field theory
E Epelbaum, H Krebs, D Lee, UG Meißner
The European Physical Journal A 45, 335-352, 2010
872010
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