Overall comments:
The paper JHEP 207P 0817 v1 describes the measurement done by the
CMS
Collaboration of normalised differential cross sections of ttbar events, as function
of several kinematic properties exploiting the dilepton final state. It uses a
data sample of 2.1 fb-1 collected in 2015 at the LHC center-of-mass energy
(c.o.m.) of 13
TeV.
Concerning the
originality of the work, it is important to mention that
similar measurements have already been published by ATLAS using a data
sample of 3.2 fb-1 collected in 2015 at the same c.o.m. energy:
ATLAS Collaboration, Measurements of top-quark pair differential cross-
sections in the eμ channel in pp collisions at ps = 13
TeV using the ATLAS
detector, Eur. Phys. J. C 77 (2017) 292, arXiv: 1612.05220 [hep-ex]
It is surprising that the Authors of JHEP 207P 0817 v not only do not cite
this ATLAS paper, but also seem not aware of it since in the Introduction
they state that their measurement is the first at a c.o.m. energy of 13
TeV.
There are few differences with respect to the ATLAS publication. The
relevant ones are reminded here in order to assess the originality of the
JHEP 207P 0817 v1 paper.
* While all the ATLAS differential distributions are measured at particle
level in the fiducial phase space, JHEP 207P 0817 v1 includes also few
distributions at parton-level extrapolated to the full phase space. They
REPORT JHEP_207P_0817
are compared with generators and with theory calculations. Parton-
level measurements are more model dependent than particle-level mea-
surements. The extrapolation to the full phase space introduces an
additional dependency on the models. In spite of the model depen-
dency, parton level results facilitate the comparison with theoretical
calculations.
* At particle level the JHEP 207P 0817 v1 paper includes few additional
differential cross section measurements: the transverse momentum of
the leptons and of the jets and the angular difference in the transverse
plane between the t and tbar.
* While ATLAS uses dilepton final states with a pair of isolated leptons
of different flavours, in the
CMS paper also same flavour (SF) dilepton
channels (ee and μμ) are included. This is done in order to increase
the size of the available data sample which is 2/3 of the ATLAS data
sample. It is expected that final states with ee and μμ are affected by
an higher level of background due to Z+jets events, therefore to fight
this background, the
CMS Analysers introduce selection criteria on the
invariant mass of the dilepton pair and on the missing energy. It is a
pity that they do not cite the final event yield and the fraction of SF
contribution.
The paper is of some relevance given that it contributes to the understand-
ing of the ttbar process with the addition of few measurements and comparisons
with theory with respect to the ATLAS paper and is the first
CMS result at
13
TeV in the dilepton ttbar final state on the subject.
Similar measurements have also been done by ATLAS and
CMS at 13
TeV
in the semi-leptonic ttbar final state but the dilepton ttbar final state may be in-
teresting to use, due to possible different systematics w.r.t. the semileptonic
ttbar final state.
A better strategy for this paper would have been to include all the Run 2
data sample. Moreover it is a pity that the paper doesn’t extract at the same
time the integrated cross section in the fiducial phase space. This is done in
a separate paper:
CMS Collaboration,“Measurement of the ttbar production cross section using
events in the eμ final state in pp collisions at ps= 13
TeV”, Eur. Phys. J.
C 77 (2017) 172, doi:10.1140/epjc/s10052-017-4718-8, arXiv:1611.04040.
The
scientific quality of the analysis appears fair, but in some points it is
not easy to judge since the explanations are concise and lack relevant details.
Otherwise the paper is well written.
In conclusion, the paper merits to be published, nevertheless some improve-
ments and clarifications are mandatory.
INTRODUCTION
** The motivation of the measurements is too concise: there is no discussion
what this paper brings of new, why it merits to be published and the choice
of the kinematic variables is not explained. Any comment about using the
semi-leptonic ttbar final state rather than the di-lepton ? Please add a short
discussion.
Based on your comments, introduction is modified as followings:
The measurement of \ttbar differential cross sections can provide a test of perturbative quantum chromodynamic (QCD) calculations and also improve the knowledge of parton distribution functions (PDFs)~\cite{Czakon:2013tha}. Previous measurements of differential cross sections for \ttbar production have been performed in proton-proton (pp) collisions at the CERN LHC at center-of-mass energies of 7~\cite{Chatrchyan:2012saa, Aad:2015eia} and 8\TeV~\cite{Khachatryan:2015oqa,Aad:2015mbv,Khachatryan:2016oou, Khachatryan:2016gxp, Khachatryan:2015fwh,Khachatryan:2015mva,Aaboud:2016omn,Aaboud:2016iot, Sirunyan:2254647}. The dilepton (electron or muon) final state of the ${\ttbar}$ decay has brought benefits to suppress background events well. This paper presents the first CMS measurements at $\sqrt{s} = 13\TeV$ in the dilepton decay channels including the same-flavor lepton channels ($\Pe\Pe$ and $\Pgm\Pgm$), using data corresponding to an integrated luminosity of 2.1\fbinv. The data were recorded by the CMS experiment at the LHC in 2015, and this measurement complements other recent measurements that have been reported in a different decay channel~\cite{Khachatryan:2016mnb} and by a different experiment~\cite{Aaboud:2016xii}.
The \ttbar differential cross sections are performed at the particle and parton levels. Particle-level measurements use final-state kinematic observables that are experimentally measurable and theoretically well defined. Corrections are limited mainly to detector effects that can be determined experimentally. The particle-level measurements are designed to have minimal model dependencies. The visible differential cross section is defined for a phase space within the acceptance of the experiment. Large extrapolations into inaccessible phase-space regions are thus avoided. In contrast, the parton-level measurement of the top quark pair production cross sections is performed in the full phase space. This facilitates comparisons to predictions in perturbative QCD.
The normalized \ttbar differential cross sections are measured as a function of the kinematic properties of the \ttbar system, the top quarks and the top quark decay products: jets coming from the hadronization of bottom quarks and leptons. The particle-level measurements are included the transverse momentum of the leptons and of the jets. Invariance mass and rapidity of the \ttbar system are also measured to be used for better understanding of PDFs. The angular difference in the transverse plane between the top and anti-top are added to compare to new physics beyond standard model. In addition, the normalized \ttbar cross sections are measured as function of the transverse momenta of top quark and top quarks of \ttbar system.
SECTION 2.2
** The higher-order overlap of Wt and ttbar production is not even mentioned.
See:
S. Frixione, E. Laenen, P. Motylinski, B. R. Webber and C. D. White,
Single-top hadroproduction in association with a W boson, JHEP 07 (2008)
029, arXiv: 0805.3067 [hep-ph].
Indeed, we briefly state how each background is generated and normalized. As Wt is not major background for this analysis, we kept the detail the same as the other backgrounds. However, we add the suggested reference.
SECTION 4
** In the 5th line from the top I suggest: “.. leads to results that are largely
independent ..” (a residual model dependence is unavoidable)
We follow your suggestion.
This approach avoids theoretical uncertainties in the measurements owing to the different calculations within each generator, and leads to results that are largely independent of the generator implementation and tuning.
** Dressing procedure (this is only a comment): the use of the anti-kt al-
gorithm is a cumbersome option. Also: what happens if the two charged
leptons (not from hadron decays) are close and fall in the same cluster?
When two leptons are identified as one lepton in reconstruction, it will be treated as one lepton event. Similarly, in simulation, if two leptons are merged into one lepton, there is only one lepton is indicated. Therefore, it is accounted as “ttbar others” not ttbar dilepton event.
** It is not clear if all B-hadrons are ghost-associated or only those with
really short lifetimes (B*, B**). If it is the first case, I suggest to drop
“short-lifetime” in the expression “short-lifetime B hadrons”.
The expression “short-lifetime” emphasizes that B hadrons can’t be identified by itself due to “short” lifetime in detector, but B hadrons can be provided b-jet identification in simulation by being included jet cluster. Also, because of the expression “short-lifetime”, we don’t have to explain why B hadrons are scaled down to be negligible.
** The sentence: “The ttbar system at the parton level is calculated in the gener-
ator at NLO, using the PYTHIA8 PS simulation.” should be improved since
PYTHIA8 is not a NLO fixed order generator.
This is probably a misunderstanding because this sentence would point out that parton level calculation is done in NLO generator. Since the parton shower simulation is not necessary for this message, it is removed. Therefore, new sentences is as following:
The \ttbar system at the parton level is calculated in the generator at NLO.
** Please define at the end of the Section the ‘full’ phase space (no cuts at
all?).
New sentence is changed from
The measurements at the parton level are performed separately in the full phase space.
to
The normalized differential cross sections at the parton level are performed by extrapolating the measurements into the full phase space which is including experimentally inaccessible region.
SECTION 5
** A Table with the final expected and observed event yields before and after
the neutrino reconstruction is strongly recommended.
To ARC members:
We are not sure that we can add new tables with numbers. It isn’t review by CMS.
** I would remove the sentence “The data distributions are slightly lower
than those from the MC simulation.”. This is confusing when looking at the
lower right panels of Figure 1 and 2 and it is the following sentence which
carries a more important message.
The sentence “The data distributions are slightly lower than those from the MC simulation.” gives motivation of equation (1) and (2). Move the sentence from Sec. 5 to Sec. 6 as following:
The non-\ttbar backgrounds are first subtracted from the measured distributions. The data distributions are slightly lower than those from the MC simulation. The \ttbar-others backgrounds are then removed as a proportion of the total \ttbar contribution by applying a single correction factor $k$ shown in Eq.~(\ref{eq:extract}), using Eq. (\ref{eq:extract2}):
SECTION 6
** As it is writen now, reading carefully, one manages to understand that the
calculation (2) is done per bin, but it is not completely clear if k is computed
in each bin or not (“single correction factor”?). Please clarify in words.
To clarify this, we have changed the text as follows:
Here, $N^{\mathrm{MC}}_{\mathrm{non}\textnormal{-}\ttbar}$ is the total estimate for the non-${\ttbar}$ background from the MC simulation, $N^{\mathrm{MC}}_{\ttbar\textnormal{-}\mathrm{sig}}$ is the total MC-predicted ${\ttbar}$ signal yield, and $N^{\mathrm{MC}}_{\ttbar\textnormal{-}\mathrm{others}}$ is the total MC prediction of the remaining \ttbar background.
The \ttbar signal yield, $N^{\mathrm{data}}_{\ttbar\textnormal{-}\mathrm{sig}}$, is then extracted from the number of data events, $N^{\mathrm{data}}$, in each bin of the kinematic distributions, as shown in Eq.~(\ref{eq:extract2}).
** It is important to indicate the baseline generator that has been used to
get the response matrix (even though we believe and hope that the result is
independent of it).
New sentence is:
The method relies on a response matrix that maps the expected relation between the true and reconstructed variables taken from the ${\POWHEG}$+\PYTHIA{}8 simulation.
SECTION 7
** Is the MC top-quark pT reweighting of the tt - others to data done after
subtracting from data the non - ttbar ? Please, clarify.
To clarify “these”, it is replaced by “the \ttbar-others”, so new sentence is
The uncertainty in the shape of the \ttbar-others contribution is obtained by reweighting the \pt distribution of the top quark for the \ttbar-others events to match the data and comparing with the unweighted contribution.
** Is the MC top-quark pT reweighting of the ttbar signal to data done after
subtracting from data the non - ttbar and other - ttbar ? Please, clarify.
No, pT reweighting isn’t applied on the ttbar signal. They are only considered when we estimate uncertainty for ttbar-others contribution. That is why the pT measurements in data is than simulation.
** Table 2: it is said (correctly) that particle-level measurements are less
model dependent than parton-level measurements. Why the max systematic
uncertainty labeled in the Table “MC generator” is higher at particle-level
w.r.t. parton level? (also surprising that the max fact./renorm effect is
higher at particle level than parton level).
The systematic ranges are determined using median of each distribution. Maxs of median for MC generator and fact./renorm at particle level are higher than parton level, but mins of median are lower.
Updated v2
** In which lines of Table 2 is included the effect of the uncertainty on the
QCD radiation ?
As described as follows in Sec. 7:
The uncertainty from the choice of mF and mR is estimated by varying the scales by a factor of two up and down in POWHEG independently for the ME and PS steps. For the ME calculation, all possible combinations are considered independently, excluding the most extreme cases of (mF, mR) = (0.5, 2) and (2, 0.5) [59, 60]. The scale uncertainty in the PS modeling is assessed using dedicated MC samples with the scales varied up and down together. The uncertainties in the factorization and renormalization scale in the ME and PS calculations are taken as the envelope of the differences with respect to the nominal parameter choice.
Fact./renorm scale variations include fact/renorm variations not only in ME but also in PS, therefore this uncertainty covers QCD radiation uncertainties.
** Table 2. Do the last six lines refer to variations studied only in the signal
sample, namely excluding the tt - bar others, and than the effect of these
six theoretical uncertainties propagated to the tt - bar others is included in
the line “Backgrounds” of the Table ?
We assume that nominal sample can represent true distribution. So, we consider statistical uncertainty estimated by nominal sample for tt-others.
SECTION 8
** The data distributions are said normalised but it is not said to what. Are
they divided by the measured total cross-section, obtained by integrating
over all bins of the differential distributions? And how are normalised the
expected distributions? Please explain.
To add more information, change the sentence from
After subtracting the background contribution and correcting, Figs.~\ref{fig:particle_level_1} and \ref{fig:particle_level_2} show the normalized differential ${\ttbar}$ cross sections as a function of
to
The normalized differential ${\ttbar}$ cross sections are performed by subtracting the background contribution, correcting for detector effects and acceptance, and dividing the number of ${\ttbar}$ signal events by the total inclusive ${\ttbar}$ cross section.
Figs.~\ref{fig:particle_level_1} and \ref{fig:particle_level_2} show the normalized differential ${\ttbar}$ cross sections
Updated v2
** Comparing in particular the bottom right panel of Fig 4 and 6 (this vari-
able should be sensitive to QCD radiation) it seems that the particle level
measurement is affected by a larger systematic uncertinty than the parton
level. Is this understood?
Because of additional acceptance cut on ttbar events at particle level, defining of signal events at particle level is tighter than parton level. Also, this acceptance cut on signal definition for particle level is largely dependent to MC generator and hadronization.
Missing reference:
ATLAS Collaboration, Measurements of top-quark pair differential cross-
sections in the eμ channel in pp collisions at ps = 13
TeV using the ATLAS
detector, Eur. Phys. J. C 77 (2017) 292, arXiv: 1612.05220 [hep-ex]
Added
English and typos:
Section 2.1, third line: “Within the solenoid volume there are a silicon ..”
(except in interrogative sentences the subject in written English goes before
the verb)
Fixed
Caption Figure 2: the word ‘only’ is repeat two times consecutively.
Fixed