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Hadronic vacuum polarization contribution to the muon g?2 with (2+1)-flavor lattice QCD on a larger than (10??fm)4 lattice at the physical point

机译:在物理点大于(10 ?? fm)4晶格上,(2 + 1)-味晶格QCD上的强子真空极化对μμg?2的贡献

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We study systematic uncertainties in the lattice QCD computation of the hadronic vacuum polarization (HVP) contribution to the muon g ? 2 . We investigate three systematic effects: the finite volume (FV) effect, the cutoff effect, and integration scheme dependence. We evaluate the FV effect at the physical pion mass on two different volumes of ( 5.4 ? ? fm ) 4 and ( 10.8 ? ? fm ) 4 using the PACS10 configurations at the same cutoff scale. For the cutoff effect, we compare two types of lattice vector operators, which are local and conserved (point-splitting) currents, by varying the cutoff scale on a larger than ( 10 ? ? fm ) 4 lattice at the physical point. For the integration scheme dependence, we compare the results between the coordinate- and momentum-space integration schemes at the physical point on a ( 10.8 ? ? fm ) 4 lattice. Our result for the HVP contribution to the muon g ? 2 is given by a μ hvp = 737 ( 9 ) ( ? ? 18 + 13 ) × 10 ? 10 in the continuum limit, where the first error is statistical and the second one is systematic.
机译:我们研究了强子真空极化(HVP)对μ的贡献的晶格QCD计算中的系统不确定性。 2。我们研究了三个系统效应:有限体积(FV)效应,截止效应和积分方案依赖性。我们使用相同的截止尺度,使用PACS10配置,评估了物理介子质量对两个不同体积的(5.4?fm)4和(10.8?fm)4的FV效应。对于截止效应,我们通过在物理点上大于(10?fm)4的晶格上改变截止尺度来比较两种类型的晶格矢量算子,它们是局部电流和守恒(点分裂)电流。对于积分方案的依赖性,我们在(10.8??fm)4格上的物理点比较了坐标空间和动量空间积分方案的结果。 HVP对μg的贡献的结果? 2由μhvp = 737(9)(??18 + 13)×10?在连续极限中为10,其中第一个误差是统计误差,第二个误差是系统误差。

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