第一范文网 - 专业文章范例文档资料分享平台

Infrared Renormalons and Power Corrections in Deep-Inelastic Sum Rules(22)

来源:用户分享 时间:2021-06-02 本文由萝莉的烦躁期 分享 下载这篇文档 手机版
说明:文章内容仅供预览,部分内容可能不全,需要完整文档或者需要复制内容,请下载word后使用。下载word有问题请添加微信号:xxxxxx或QQ:xxxxxx 处理(尽可能给您提供完整文档),感谢您的支持与谅解。

The IR renormalons exist in all perturbation series in QCD.The issue is closed related to the non-perturbative power corrections.Unlike the case of QED,the power corrections are an important subject in perturbative QCD.For instance,a precision determination of the strong coupling constant clearly needs a correct understanding of the higher-twist e?ects.In fact,already at present,the e?ects become the dominating theoretical uncertainty in some of the data analysis[34].The framework described in this paper provides one way get the problem under control.

To summarize,we have studied in this paper the IR renormalons and1/Q2corrections in deep-inelastic sum rules.The result shows that the non-perturbative1/Q2corrections depend on speci?c choices of the regularized higher-twist operators.I have proposed to de?ne a twist-four operator for the Bjorken sum rule,which is suitable for lattice calculations. The coe?cient functions for the leading-terms can only be calculated after the higher-twist operators are de?ned.Although most of the discussions in the paper are made for the Bjorken sum rule,all the results are clearly applicable to all deep-inelastic sum rules.

I wish to thank A.Mueller for many useful discussions,comments,and suggestions.Dis-cussions with K.Johnson,W.Lin,J.Negele,B.Schreiber,U.Wiese are also acknowledged.

15

搜索“diyifanwen.net”或“第一范文网”即可找到本站免费阅读全部范文。收藏本站方便下次阅读,第一范文网,提供最新高等教育Infrared Renormalons and Power Corrections in Deep-Inelastic Sum Rules(22)全文阅读和word下载服务。

Infrared Renormalons and Power Corrections in Deep-Inelastic Sum Rules(22).doc 将本文的Word文档下载到电脑,方便复制、编辑、收藏和打印
本文链接:https://www.diyifanwen.net/wenku/1205378.html(转载请注明文章来源)
热门推荐
Copyright © 2018-2022 第一范文网 版权所有 免责声明 | 联系我们
声明 :本网站尊重并保护知识产权,根据《信息网络传播权保护条例》,如果我们转载的作品侵犯了您的权利,请在一个月内通知我们,我们会及时删除。
客服QQ:xxxxxx 邮箱:xxxxxx@qq.com
渝ICP备2023013149号
Top