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Electric polarizability is an important parameter for the internal structure of hadrons.
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A. Alexandru and F. X. Lee, “The Background field method on the lattice,” PoS
2008
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A. Alexandru and F. X. Lee, “Neutron electric polarizability,” PoS
2009
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R. Mawhinney, “NLO and NNLO chiral fits for 2+1 flavor DWF ensembles,” PoS
2009
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R. P. Hildebrandt, H. W. Griesshammer, and T. R. Hemmert, “Nucleon polarizabilities from deuteron Compton scattering within a Green’s-function hybrid approach,” Eur.Phys.J
2010
Cited alongside, same era.
M. Clark, R. Babich, K. Barros, R. Brower, and C. Rebbi, “Solving Lattice QCD systems of equations using mixed precision solvers on GPUs,” Comput.Phys.Commun
R. Babich, M. A. Clark, and B. Joo, “Parallelizing the QUDA Library for Multi-GPU Calculations in Lattice Quantum Chromodynamics,” 2010
2010
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A. Li et al
2010
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A. Alexandru and F. Lee, “Hadron electric polarizability – finite volume corrections,” PoS
2010
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A. Alexandru, C. Pelissier, B. Gamari, and F. Lee, “Multi-mass solvers for lattice QCD on GPUs,” 2011
2011
Closest in time.
A. Alexandru, M. Lujan, C. Pelissier, B. Gamari, and F. X. Lee, “Efficient implementation of the overlap operator on multi-GPUs,” 2011
2011
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2010
Cited alongside, same era.