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Valence parton distribution function of pion from fine lattice

机译:精细晶格中介子的化合价配分函数

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We present a lattice QCD study of the valence parton distribution inside the pion within the framework of Large Momentum Effective Theory. We use a mixed action approach with 1-HYP smeared valence Wilson clover quarks on 2 + 1 flavor HISQ sea with the valence quark mass tuned to 300?MeV pion mass. We use 4 8 3 × 64 lattice at a fine lattice spacing a = 0.06 ? ? fm for this computation. We renormalize the quasi parton distribution function matrix element in the nonperturbative regularization independent momentum subtraction (RI-MOM) scheme. As a byproduct, we test the validity of a 1-loop matching procedure by comparing the RI-MOM renormalized quasi parton distribution function matrix element with off-shell quark external states as computed in the continuum 1-loop perturbation theory with the lattice results at a = 0.04 and 0.06?fm. By applying the RI-MOM to MS ˉ one-loop matching, implemented through a fit to phenomenologically motivated parton distribution functions, we obtain the valence parton distribution function of pion.
机译:我们在大动量有效理论的框架内,对介子内化合价部分的分布进行了点阵QCD研究。我们使用混合作用方法,在2 + 1风味的HISQ海中使用1-HYP涂抹化合价的威尔逊三叶草夸克,化合价质量调整为300?MeV介子质量。我们使用4 8 3×64晶格,其晶格间距为a = 0.06? ? fm用于此计算。我们在非扰动正则化独立动量减法(RI-MOM)方案中对准parton分布函数矩阵元素进行重新规范化。作为副产品,我们通过将RI-MOM重归一化的准Parton分布函数矩阵元素与在连续1环摄动理论中计算的壳外夸克外部状态与晶格结果进行比较,来测试1环匹配程序的有效性a = 0.04和0.06?fm。通过将RI-MOM应用于MSˉ单环匹配(通过对现象学动机上的parton分布函数进行拟合来实现),我们获得了pion的化合价parton分布函数。

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