- #1
ChrisVer
Gold Member
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I was wondering, can the calculation of the NLO cross section decrease the cross section (relative to the LO one)? or not?
I am asking because I read here
http://www.pa.msu.edu/~huston/Kfactor/Kfactor.pdf
the following
Which refers to Table 1 and cases where the K-factor appears to be less than "1". Do those cases belong to the not-oftenly increased cross section? Or is there something else that decreases the K-factor from >1 yet the NLO is relatively larger than LO ##\sigma##s?
I am asking because I read here
http://www.pa.msu.edu/~huston/Kfactor/Kfactor.pdf
the following
While explicit loop corrections often do increase the NLO cross sections with respect to the LO ones, it can be observed from the table above that the K-factors do not have to be greater than unity.
Which refers to Table 1 and cases where the K-factor appears to be less than "1". Do those cases belong to the not-oftenly increased cross section? Or is there something else that decreases the K-factor from >1 yet the NLO is relatively larger than LO ##\sigma##s?