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Improving DWF Simulations: the Force Gradient Integrator and the M\"obius Accelerated DWF Solver
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Improving DWF Simulations: the Force Gradient Integrator and the M\"obius Accelerated DWF Solver
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We have implemented a variant of the force gradient integrator proposed by Kennedy et.al. and are using it in our production 2+1 flavor DWF simulations with pion masses of 180 MeV in (4.5fm)3 volumes. We find modest speed-ups (\sim 20%) from using the force gradient integrator, compared to our previously used Omelyan integrator. On other ensembles, primarily finite temperature 2+1 flavor DWF QCD, we have extensively tuned the Hasenbusch preconditioning masses and achieved speed-ups of 2-3x. Here we have also switched to the force gradient integrator, but this change has not had any impact on the speed. We also report on an improved solver for DWF, which uses M\"obius fermions, with a smaller fifth dimension than the original DWF fermions, as an intermediate step in the generation of solutions of the Dirac equation. This approach cuts the number of effective Dirac applications by approximately a factor of 2 when the conjugate gradient iteration count is large.
Forward citations
Cited by 1 Pith paper
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Renormalizing a three-flavor lattice calculation of the two-photon contribution to $K_L\to\mu^+\mu^-$
A three-flavor lattice QCD calculation of the two-photon contribution to K_L→μ^+μ^- can be renormalized by explicit counter terms, fixed by matching to a small-volume four-flavor simulation.
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