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Model for non-perturbative contributions to the quark distributions

机译:对夸克分布的非扰动贡献模型

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In the present talk we briefly discuss the most general form of QCD Factorization, which we call Basic Factorization, and show how it is related to the conventional forms of factorization: K_T-Factorization and Collinear Factorization. When Basic Factorization is applied to hadronic scattering amplitudes, integration over momenta of the partons connecting perturbative and non-perturbative blobs runs over the whole phase space but result of the integration must be finite. This obvious requirement allows us to obtain theoretical restrictions on the fits for the involved non-perturbative contributions. In order to model non-perturbative contributions in Basic Factorization, we suggest the Resonance Model which can universally be used to describe hadronic reactions with unpolarized or polarized hadrons.
机译:在目前的谈话中,我们简要讨论了我们称之为基本分解的最常形式的QCD分解形式,并展示了与传统形式的分解形式有关的方式:K_T - 分解和共线分解。当基本分解应用于TheRonic散射幅度时,在连接扰动和非扰动Blob的Partons的动量上的集成在整个相位空间上运行,但集成的结果必须是有限的。这种明显的要求使我们能够获得对涉及的非扰动贡献的契合的理论限制。为了在基本分解中模拟非扰动贡献,我们建议普遍用于描述与非偏振或偏振强度的屈光反应的共振模型。

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