60 research outputs found
Erratum to: Logarithmic accuracy of parton showers: a fixed-order study
ERRATUM TO: JHEP09(2018)033 https://doi.org/10.1007/JHEP09(2018)03
A general method for the resummation of event-shape distributions in eāŗ eā annihilation
We present a novel method for resummation of event shapes to next-to-next-to-leading-logarithmic (NNLL) accuracy. We discuss the technique and describe its implementation in a numerical program in the case of e + e ā collisions where the resummed prediction is matched to NNLO. We reproduce all the existing predictions and present new results for oblateness and thrust major
NNLO soft function for electroweak boson production at large transverse momentum
The soft function relevant for the production of an electroweak boson
(photon, W, Z or H) with large transverse momentum at a hadron collider is
computed at next-to-next-to-leading order. This is the first two-loop
computation of a soft function involving three light-cone directions. With the
result, the threshold resummation for these processes can now be performed at
next-to-next-to-next-to-leading logarithmic accuracy.Comment: 16 pages, 3 figure
Non--global logs and clustering impact on jet mass with a jet veto distribution
There has recently been much interest in analytical computations of jet mass
distributions with and without vetos on additional jet activity [1-6]. An
important issue affecting such calculations, particularly at next-to-leading
logarithmic (NLL) accuracy, is that of non-global logarithms as well as
logarithms induced by jet definition, as we pointed out in an earlier work [3].
In this paper, we extend our previous calculations by independently deriving
the full jet-radius analytical form of non-global logarithms, in the anti-\kt
jet algorithm. Employing the small-jet radius approximation, we also compute,
at fixed-order, the effect of jet clustering on both \CF^{2} and \CF\CA
colour channels. Our findings for the \CF\CA channel confirm earlier
analytical calculations of non-global logarithms in soft-collinear effective
theory [5]. Moreover, all of our results, as well as those of [3], are compared
to the output of the numerical program \texttt{EVENT2}. We find good agreement
between analytical and numerical results both with and without final state
clustering.Comment: 33 pages, 15 figures. Version accepted by JHE
BSM W W production with a jet veto
We consider the impact on W W production of the unique dimension-six operator coupling gluons to the Higgs field. In order to study this process, we have to appropriately model the effect of a veto on additional jets. This requires the resummation of large logarithms of the ratio of the maximum jet transverse momentum and the invariant mass of the W boson pair. We have performed such resummation at the appropriate accuracy for the Standard Model (SM) background and for a signal beyond the SM (BSM), and devised a simple method to interface jet-veto resummations with fixed-order event generators. This resulted in the fast numerical code MCFM-RE, the Resummation Edition of the fixed-order code MCFM. We compared our resummed predictions with parton-shower event generators and assessed the size of effects, such as limited detector acceptances, hadronisation and the underlying event, that were not included in our resummation. We have then used the code to compare the sensitivity of W W and Z Z production at the HL-LHC to the considered higher-dimension operator. We have found that W W can provide complementary sensitivity with respect to Z Z, provided one is able to control theory uncertainties at the percent-level. Our method is general and can be applied to the production of any colour singlet, both within and beyond the SM
Antenna subtraction at NNLO with hadronic initial states: real-virtual initial-initial configurations
The antenna subtraction method handles real radiation contributions in higher
order corrections to jet observables. The method is based on antenna functions,
which encapsulate all unresolved radiation between a pair of hard radiator
partons. To apply this method to compute hadron collider observables,
initial-initial antenna functions with both radiators in the initial state are
required. In view of extending the antenna subtraction method to
next-to-next-to-leading order (NNLO) calculations at hadron colliders, we
derive the one-loop initial-initial antenna functions in unintegrated and
integrated form.Comment: 24 page
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