Abstract

This article reports world averages of measurements of b-hadron, c-hadron, and tau -lepton properties obtained by the Heavy Flavor Averaging Group using results available through summer 2016. For the averaging, common input parameters used in the various analyses are adjusted (rescaled) to common values, and known correlations are taken into account. The averages include branching fractions, lifetimes, neutral meson mixing parameters, C!P violation parameters, parameters of semileptonic decays, and Cabbibo–Kobayashi–Maskawa matrix elements.

Highlights

  • Flavor dynamics plays an important role in elementary particle interactions

  • Many Bs0 lifetime analyses, in particular the early ones performed before the non-zero value of s was firmly established, ignore s and fit the proper time distribution of a sample of Bs0 candidates reconstructed in a certain final state f with a model assuming a single exponential function for the signal

  • The B0 → D∗+τ ντ decay was first observed by Belle [579] performing an “inclusive” reconstruction, which is based on the reconstruction of the Btag from all the particles of the events, other than the D(∗) and the lepton candidate, without looking for any specific Btag decay chain

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Summary

Introduction

Semileptonic decays of D mesons involve the interaction of a leptonic current with a hadronic current. The latter is nonperturbative and cannot be calculated from first principles; it is usually parameterized in terms of form factors. Where m D and p are the mass and four momentum of the parent D meson, m P and p are those of the daughter meson, f+(q2) and f0(q2) are form factors, and q = p − p. Where p∗ is the magnitude of the momentum of the final state hadron in the D rest frame, and θ is the angle of the lepton in the ν rest frame with respect to the direction of the pseudoscalar meson in the D rest frame

Averaging methodology
Treatment of correlated systematic uncertainties
Treatment of non-Gaussian likelihood functions
Method
Bs0 lifetimes
Λ0b and b-baryon lifetimes
Summary and comparison with theoretical predictions
Neutral B-meson mixing
B0 mixing parameters d and md
Bs0 mixing parameters s and ms
CP violation in B0 and Bs0 mixing
Mixing-induced CP violation in Bs0 decays
Measurements related to unitarity triangle angles
Introduction η
Notations
Time-dependent CP asymmetries in decays to CP eigenstates
Time-dependent distributions with non-zero decay width difference
Time-dependent CP asymmetries in decays to vector-vector final states
Time-dependent asymmetries: self-conjugate multiparticle final states
Time-dependent CP asymmetries in decays to non-CP eigenstates
Common inputs and error treatment
Time-dependent CP asymmetries in
Results for
4.13.1 Time-dependent CP asymmetries in
4.14.1 D decays to CP eigenstates
4.14.2 D decays to quasi-CP eigenstates
4.14.3 D decays to suppressed final states
Semileptonic B decays
Exclusive CKM-favoured decays
Inclusive CKM-favored decays
Analysis in the kinetic scheme
Analysis in the 1S scheme
Exclusive CKM-suppressed decays
Other exclusive charmless semileptonic B decays
Inclusive CKM-suppressed decays
Notes Used only in BLL average
Summary
Decays of b-hadrons into open or hidden charm hadrons
Decays to a single open charm meson
Decays to two open charm mesons
Decays to charmonium states
Decays of Bs0 mesons
Decays to a B meson
Decays of b baryons
B decays to charmless final states
Charge asymmetries in b-hadron decays
Polarization measurements in b-hadron decays
Input observables
Fit results
Conclusions
CP asymmetries
T -odd asymmetries
Interplay of direct and indirect CP violation
Form factor parameterizations
Simple pole
Three-pole formalism
Experimental techniques and results
8.5.10 Vcs and Vcd determination
8.5.12 Form factor measurements
Leptonic decays
Hadronic decays of Ds mesons
Two-body hadronic D0 decays and final state radiation
Branching fraction corrections
Average branching fractions
8.11 Excited charm baryons
8.12 Rare and forbidden decays
Tau lepton properties
Branching fraction fit
Technical implementation of the fit procedure
Changes with respect to the previous report
Equality constraints
Tests of lepton universality
Upper limits on τ lepton-flavour-violating branching fractions
Combination of upper limits on τ lepton-flavour-violating branching fractions
10 Summary
Full Text
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