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arXiv 0802.0168hep-ph
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弱电双对数小x

Electroweak double-logs at small x

M. Ciafaloni, P. Ciafaloni, D. Comelli

摘要:

我们研究增强EW修正包容性的硬过程中的TeV的能量区域的小x的情况下,其中的硬尺度Q是显着小于可用能量\sqrt{s} = Q/x的重点。我们首先提出并证明了一个通用的因子分解公式,其中在Q^2尺度下的(双对数)EW形状因子是从EW部分子分布函数中因子分解出来的,这些分布函数满足DGSTO型演化方程。然后,我们调查的EW部分子分布,包括新的非零的t-通道弱同位旋T的小x的行为,我们比较它与BFKL型的方法。在这两种方法中,我们都发现只有在T=2时才出现α_w \log x \log Q^2/M^2(M是EW对称破缺标度)的大的小x修正,而在T=1时则不存在。这意味着只有横向WW相互作用(耦合到T=2)受到影响,而T=1的组件只感受到尺度Q^2下的形状因子。

英文摘要:

We investigate enhanced EW corrections to inclusive hard processes in the TeV energy region with emphasis on the small-x situation, in which the hard scale Q is significantly smaller than the available energy \sqrt{s}= Q/x. We first propose and justify a general factorization formula in which the (double-log) EW form factor at scale Q^2 is factorized from EW parton distribution functions, which satisfy evolution equations of DGLAP type. We then investigate the small-x behavior of the EW parton distributions including the novel ones for non-vanishing t-channel weak isospin T and we compare it with a BFKL-type approach. In either approach we find that large small-x corrections of order α_w \log x \log Q^2/M^2 (M being the EW symmetry breaking scale) are present only for T=2 and not for T=1. This implies that only transverse WW interactions (coupled to T=2) are affected, while the T=1 components feel just the form factor at scale Q^2.

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