期刊论文详细信息
Journal of High Energy Physics
QCD anatomy of photon isolation
Regular Article - Theoretical Physics
Thomas Becher1  Xiaofeng Xu1  Samuel Favrod1 
[1] Albert Einstein Center for Fundamental Physics, Institut für Theoretische Physik, Universität Bern, Sidlerstrasse 5, CH-3012, Bern, Switzerland;
关键词: Effective Field Theories of QCD;    Factorization;    Renormalization Group;    Jets and Jet Substructure;    Resummation;   
DOI  :  10.1007/JHEP01(2023)005
 received in 2022-08-04, accepted in 2022-11-28,  发布年份 2022
来源: Springer
PDF
【 摘 要 】

To separate the energetic photons produced in hard scattering processes from those from other sources, measurements impose isolation requirements which restrict the hadronic radiation inside a cone around the photon. In this paper, we perform a detailed factorization analysis of the QCD effects associated with photon isolation. We show that for small cone radius R, photon isolation effects can be captured by a fragmentation function describing the decay of a parton into a photon accompanied by hadronic radiation. We compute this fragmentation function for different isolation criteria and solve the associated renormalization group equations to resum logarithms of R. For small isolation energy, the cone fragmentation function factorizes further, into collinear functions describing energetic quarks and gluons near the cone boundary and functions encoding their soft radiation emitted into the cone. Based on this factorization we also resum the non-global logarithms of the ratio of the photon energy and the isolation energy, so that we control all logarithmically enhanced terms in the cross section. In this limit, we provide a simple formula to convert NNLO cross section results from smooth-cone isolation to fixed-cone isolation.

【 授权许可】

Unknown   
© The Author(s) 2023

【 预 览 】
附件列表
Files Size Format View
RO202305112036601ZK.pdf 1445KB PDF download
41116_2022_35_Article_IEq353.gif 1KB Image download
41116_2022_35_Article_IEq355.gif 1KB Image download
41116_2022_35_Article_IEq356.gif 1KB Image download
Fig. 2 694KB Image download
41116_2022_35_Article_IEq359.gif 1KB Image download
41116_2022_35_Article_IEq361.gif 1KB Image download
【 图 表 】

41116_2022_35_Article_IEq361.gif

41116_2022_35_Article_IEq359.gif

Fig. 2

41116_2022_35_Article_IEq356.gif

41116_2022_35_Article_IEq355.gif

41116_2022_35_Article_IEq353.gif

【 参考文献 】
  • [1]
  • [2]
  • [3]
  • [4]
  • [5]
  • [6]
  • [7]
  • [8]
  • [9]
  • [10]
  • [11]
  • [12]
  • [13]
  • [14]
  • [15]
  • [16]
  • [17]
  • [18]
  • [19]
  • [20]
  • [21]
  • [22]
  • [23]
  • [24]
  • [25]
  • [26]
  • [27]
  • [28]
  • [29]
  • [30]
  • [31]
  • [32]
  • [33]
  • [34]
  • [35]
  • [36]
  • [37]
  • [38]
  • [39]
  • [40]
  • [41]
  • [42]
  • [43]
  • [44]
  • [45]
  • [46]
  • [47]
  • [48]
  • [49]
  • [50]
  • [51]
  • [52]
  • [53]
  • [54]
  • [55]
  • [56]
  • [57]
  • [58]
  • [59]
  • [60]
  • [61]
  • [62]
  • [63]
  • [64]
  • [65]
  • [66]
  • [67]
  • [68]
  文献评价指标  
  下载次数:14次 浏览次数:4次