Search results for "Inclusive"
showing 10 items of 5972 documents
"Table 6" of "Determination of $alpha_{s}$ in second order {QCD} from hadronic $Z$ decays"
1992
The energy-energy correlation EEC as a function of the correlation angle CHI.
"Table 7" of "Determination of $alpha_{s}$ in second order {QCD} from hadronic $Z$ decays"
1992
The energy-energy correlation EEC as a function of the correlation angle CHI.
"Table 3" of "Measurement of inclusive jet cross-sections in Z/gamma*(---> e+ e-) + jets production in p anti-p collisions at s**(1/2) = 1.96-TeV"
2007
Total cross section for .GE.3JET.
"Table 4" of "Measurement of the ratios of the Z/G* + >= n jet production cross sections to the total inclusive Z/G* cross section in ppbar collis…
2008
Number of observed events per 5 GeV bin for the >=3Jet sample. Data read from plots.
"Table 1" of "First measurement of sigma (p anti-p ---> Z) . Br (Z ---> tau tau) at s**(1/2) = 1.96- TeV"
2005
Measured cross section times branching ratio.
"Table 44" of "Studies of quantum chromodynamics with the ALEPH detector"
1997
Mean Multiplicities. Where a second systematic error is given, this is due to the uncertainty in the extrapolation to X = 0. Note that the ETA and ETAPRIMEvalues are for X > 0.1.
"Table 1" of "Measurement of sigma(p anti-p ---> Z + X) Br(Z ---> tau+tau-) at s**(1/2) = 1.96-TeV"
2008
Measured cross section times branching ratio to TAU+ TAU-.
"Table 2" of "Search for stable hadronising squarks and gluinos with the ATLAS experiment at the LHC"
2012
Distribution of the observed BETA values in the Tile Calorimeter plus the simulated background and model estimates for three gluino masses.
"Table 6" of "Final COMPASS results on the deuteron spin-dependent structure function $g_1^{\rm d}$ and the Bjorken sum rule"
2017
Normalisations of the different data sets used in the QCD fit.
"Table 5" of "Final COMPASS results on the deuteron spin-dependent structure function $g_1^{\rm d}$ and the Bjorken sum rule"
2017
Parameters of two solutions of the QCD fit. The assumed functional form at $Q^2_0 = 1 ($GeV$/c)^2$ is $q(x) = \eta x^\alpha (1-x)^\beta (1 + \gamma x)/N$ where N is the normalisation. The parametrisation is used for the singlet and gluon helicity distribution and the two non-singlet distributions $\Delta q_3$ and $\Delta q_8$.