175 research outputs found
Computation of the para-pseudoinverse for oversampled filter banks: Forward and backward Greville formulas
- Publication venue
- 'Institute of Electrical and Electronics Engineers (IEEE)'
- Publication date
- 01/08/2008
- Field of study
This is the author's accepted manuscript. The final published article is available from the link below. Copyright @ 2008 IEEE. Personal use of this material is permitted. Permission from IEEE must be obtained for all other users, including reprinting/ republishing this material for advertising or promotional purposes, creating new collective works for resale or redistribution to servers or lists, or reuse of any copyrighted components of this work in other works.Frames and oversampled filter banks have been extensively studied over the past few years due to their increased design freedom and improved error resilience. In frame expansions, the least square signal reconstruction operator is called the dual frame, which can be obtained by choosing the synthesis filter bank as the para-pseudoinverse of the analysis bank. In this paper, we study the computation of the dual frame by exploiting the Greville formula, which was originally derived in 1960 to compute the pseudoinverse of a matrix when a new row is appended. Here, we first develop the backward Greville formula to handle the case of row deletion. Based on the forward Greville formula, we then study the computation of para-pseudoinverse for extended filter banks and Laplacian pyramids. Through the backward Greville formula, we investigate the frame-based error resilient transmission over erasure channels. The necessary and sufficient condition for an oversampled filter bank to be robust to one erasure channel is derived. A postfiltering structure is also presented to implement the para-pseudoinverse when the transform coefficients in one subband are completely lost
Network analysis of sea turtle movements and connectivity: A tool for conservation prioritization
- Author
- AlfaroâShigueto J
- Antonopoulou M
- Balazs GH
- Baverstock WR
- Blumenthal JM
- Broderick AC
- Bruno I
- Canbolat AF
- Carman VG
- Casale P
- Cejudo D
- Coyne MS
- Curtice C
- DeLand S
- DiMatteo A
- Dodge K
- Dunn DC
- Esteban N
- Formia A
- Fuentes MMPB
- Fujioka E
- Garnier J
- Godfrey MH
- Godley BJ
- Halpin PN
- Harrison A
- Hart CE
- Hawkes LA
- Hays GC
- Hill N
- Hochscheid S
- Kaska Y
- Kot CY
- Levy Y
- LeyâQuiñónez CP
- Llanos DFA
- Lockhart GG
- Luschi P
- LĂłpezâMendilaharsu M
- Mangel JC
- Margaritoulis D
- Maxwell SM
- McClellan CM
- Metcalfe K
- Mingozzi A
- Moncada FG
- Nichols WJ
- Parker DM
- Patel SH
- Pilcher NJ
- Poulin S
- Read AJ
- Rees AF
- Robinson DP
- Robinson NJ
- SandovalâLugo AG
- Schofield G
- Seminoff JA
- Seney EE
- Snape RTE
- Sözbilen D
- TomĂĄs J
- VaroâCruz N
- Wallace BP
- Wildermann NE
- Witt MJ
- ZavalaâNorzagaray AA
- Ă kesson S
- Publication venue
- 'Wiley'
- Publication date
- 28/02/2022
- Field of study
This is the final version. Available on open access from Wiley via the DOI in this recordData availability statement: The data that support the findings of this study are available in the Supplementary Material of this article and Zenodo (https://doi.org/10.5281/zenodo.5898578). Details for all animals included in this study are provided in Appendices S1 and S2. Data used to create the spatial networks are listed in the Appendices S3 and S4. The geospatial files for all networks are available on the Migratory Connectivity in the Ocean Project website (https://mico.eco) and Dryad (https://doi.org/10.5061/dryad.j3tx95xg9). Additional data that support the findings of this study are available from the corresponding author upon reasonable request.Aim
Understanding the spatial ecology of animal movements is a critical element in conserving long-lived, highly mobile marine species. Analyzing networks developed from movements of six sea turtle species reveals marine connectivity and can help prioritize conservation efforts.
Location
Global.
Methods
We collated telemetry data from 1235 individuals and reviewed the literature to determine our dataset's representativeness. We used the telemetry data to develop spatial networks at different scales to examine areas, connections, and their geographic arrangement. We used graph theory metrics to compare networks across regions and species and to identify the role of important areas and connections.
Results
Relevant literature and citations for data used in this study had very little overlap. Network analysis showed that sampling effort influenced network structure, and the arrangement of areas and connections for most networks was complex. However, important areas and connections identified by graph theory metrics can be different than areas of high data density. For the global network, marine regions in the Mediterranean had high closeness, while links with high betweenness among marine regions in the South Atlantic were critical for maintaining connectivity. Comparisons among species-specific networks showed that functional connectivity was related to movement ecology, resulting in networks composed of different areas and links.
Main conclusions
Network analysis identified the structure and functional connectivity of the sea turtles in our sample at multiple scales. These network characteristics could help guide the coordination of management strategies for wide-ranging animals throughout their geographic extent. Most networks had complex structures that can contribute to greater robustness but may be more difficult to manage changes when compared to simpler forms. Area-based conservation measures would benefit sea turtle populations when directed toward areas with high closeness dominating network function. Promoting seascape connectivity of links with high betweenness would decrease network vulnerability.International Climate Initiative (IKI)German Federal Ministry for the Environment, Nature Conservation and Nuclear Safety (BMU
Observation of Two New Excited Îb0 States Decaying to Îb0 K-Ï+
- Author
- Aaij R
- Abdelmotteleb ASW
- Abrantes FG
- Ackernley T
- Adeva B
- Adinolfi M
- Afsharnia H
- Agapopoulou C
- Aidala CA
- Aiola S
- Ajaltouni Z
- Akar S
- Akiba KC
- Albero AA
- Albrecht J
- Alepuz CR
- Alessio F
- Alexander M
- Aliouche Z
- Alkhazov G
- Altarelli MP
- Amato S
- Amey JL
- Amhis Y
- An L
- Anderlini L
- Andreianov A
- Andreotti M
- Archilli F
- Artamonov A
- Artuso M
- Arzymatov K
- Aslanides E
- Atzeni M
- Audurier B
- Bachmann S
- Bachmayer M
- Back JJ
- Balagura V
- Baldini W
- Barajas CAC
- Barbetti M
- Barlow RJ
- Barsuk S
- Barter W
- Bartolini M
- Baryshnikov F
- Basels JM
- Bashir S
- Bassi G
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- Battig A
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- Bedeschi F
- Bediaga I
- Beiter A
- Belavin V
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- Belous K
- Belov I
- Belyaev I
- Ben-Haim E
- Bencivenni G
- Benito CM
- Berezhnoy A
- Bernet R
- Berninghoff D
- Bernstein HC
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- Bezshyiko I
- Bhasin S
- Bhom J
- Bian L
- Bieker MS
- Bifani S
- Billoir P
- Birch M
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- Bitadze A
- Bizzeti A
- Bjorn M
- Blago MP
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- Blusk S
- Bobulska D
- Boelhauve JA
- Boettcher T
- Boldyrev A
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- Cattaneo M
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- Cazon BRG
- Celani S
- Cerasoli J
- Cervenkov D
- Chadwick AJ
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- Chatzikonstantinidis G
- Chefdeville M
- Chen C
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- Zunica G
- Publication venue
- 'American Physical Society (APS)'
- Publication date
- 01/01/2022
- Field of study
Two narrow resonant states are observed in the Îb0K-Ï+ mass spectrum using a data sample of proton-proton collisions at a center-of-mass energy of 13 TeV, collected by the LHCb experiment and corresponding to an integrated luminosity of 6 fb-1. The minimal quark content of the Îb0K-Ï+ system indicates that these are excited Îb0 baryons. The masses of the Îb(6327)0 and Îb(6333)0 states are m[Îb(6327)0]=6327.28-0.21+0.23±0.12±0.24 and m[Îb(6333)0]=6332.69-0.18+0.17±0.03±0.22 MeV, respectively, with a mass splitting of Îm=5.41-0.27+0.26±0.12 MeV, where the uncertainties are statistical, systematic, and due to the Îb0 mass measurement. The measured natural widths of these states are consistent with zero, with upper limits of Î[Îb(6327)0]<2.20(2.56) and Î[Îb(6333)0]<1.60(1.92) MeV at a 90% (95%) credibility level. The significance of the two-peak hypothesis is larger than nine (five) Gaussian standard deviations compared to the no-peak (one-peak) hypothesis. The masses, widths, and resonant structure of the new states are in good agreement with the expectations for a doublet of 1D Îb0 resonances
Observation and branching fraction measurement of the decay Îb- â Î0 bÏ -
- Author
- Aaij R
- Abdelmotteleb ASW
- Abellan Beteta C
- Abudinen F
- Ackernley T
- Adeva B
- Adinolfi M
- Adlarson P
- Afsharnia H
- Agapopoulou C
- Aidala CA
- Ajaltouni Z
- Akar S
- Akiba K
- Albicocco P
- Albrecht J
- Alessio F
- Alexander M
- Alfonso Albero A
- Aliouche Z
- Alvarez Cartelle P
- Amalric R
- Amato S
- Amey JL
- Amhis Y
- An L
- Anderlini L
- Andersson M
- Andreianov A
- Andreola P
- Andreotti M
- Andreou D
- Ao D
- Archilli F
- Artamonov A
- Artuso M
- Aslanides E
- Atzeni M
- Audurier B
- Bacher D
- Bachiller Perea I
- Bachmann S
- Bachmayer M
- Back JJ
- Bailly reyre A
- Baladron Rodriguez P
- Balagura V
- Baldini W
- Baptista de Souza Leite J
- Barbetti M
- Barbosa IR
- Barlow RJ
- Barsuk S
- Barter W
- Bartolini M
- Baryshnikov F
- Basels JM
- Bassi G
- Batsukh B
- Battig A
- Bay A
- Beck A
- Becker M
- Bedeschi F
- Bediaga IB
- Beiter A
- Belin S
- Bellee V
- Belous K
- Belov I
- Belyaev I
- Ben-Haim E
- Benane G
- Bencivenni G
- Berezhnoy A
- Bernet Andres S
- Bernet R
- Berninghoff D
- Bernstein HC
- Bertella C
- Bertolin A
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- Bex J
- Bezshyiko I
- Bhom J
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- Bieker MS
- Biesuz NV
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- Publication venue
- Publication date
- 01/01/2023
- Field of study
Precision measurement of CP violation in the penguin-mediated decay Bs0ââÏÏ
- Author
- Aaij R
- Abdelmotteleb ASW
- Abellan Beteta C
- Abudinén F
- Ackernley T
- Adeva B
- Adinolfi M
- Adlarson P
- Afsharnia H
- Agapopoulou C
- Aidala CA
- Ajaltouni Z
- Akar S
- Akiba K
- Albicocco P
- Albrecht J
- Alessio F
- Alexander M
- Alfonso Albero A
- Aliouche Z
- Alvarez Cartelle P
- Amalric R
- Amato S
- Amey JL
- Amhis Y
- An L
- Anderlini L
- Andersson M
- Andreianov A
- Andreotti M
- Andreou D
- Ao D
- Archilli F
- Artamonov A
- Artuso M
- Aslanides E
- Atzeni M
- Audurier B
- Bachiller Perea IB
- Bachmann S
- Bachmayer M
- Back JJ
- Bailly-Reyre A
- Baladron Rodriguez P
- Balagura V
- Baldini W
- Baptista de Souza Leite J
- Barbetti M
- Barlow RJ
- Barsuk S
- Barter W
- Bartolini M
- Baryshnikov F
- Basels JM
- Bassi G
- Batozskaya V
- Batsukh B
- Battig A
- Bay A
- Beck A
- Becker M
- Bedeschi F
- Bediaga IB
- Beiter A
- Belin S
- Bellee V
- Belous K
- Belov I
- Belyaev I
- Ben-Haim E
- Benane G
- Bencivenni G
- Berezhnoy A
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- Wislicki W
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- Zhuo J
- Zou Q
- Zucchelli S
- Zuliani D
- Zunica G
- Publication venue
- Publication date
- 01/01/2023
- Field of study
A flavor-tagged time-dependent angular analysis of the decay
Bs0ââÏÏ is performed using pp collision data collected
by the LHCb experiment at % at sâ=13 TeV, the center-of-mass energy of
13 TeV, corresponding to an integrated luminosity of 6 fb^{-1}. The
CP-violating phase and direct CP-violation parameter are measured
to be ÏssËsâ=â0.042±0.075±0.009 rad and
âŁÎ»âŁ=1.004±0.030±0.009, respectively, assuming the same values
for all polarization states of the ÏÏ system. In these results, the
first uncertainties are statistical and the second systematic. These parameters
are also determined separately for each polarization state, showing no evidence
for polarization dependence. The results are combined with previous LHCb
measurements using pp collisions at center-of-mass energies of 7 and 8 TeV,
yielding ÏssËsâ=â0.074±0.069 rad and âŁlambdaâŁ=1.009±0.030. This is the most precise study of time-dependent CP violation
in a penguin-dominated B meson decay. The results are consistent with
CP symmetry and with the Standard Model predictions.Comment: All figures and tables, along with any supplementary material and
additional information, are available at
https://cern.ch/lhcbproject/Publications/p/LHCb-PAPER-2023-001.html (LHCb
public pages
Measurement of the Îb0ââÎ(1520)ÎŒ+ÎŒâ differential branching fraction
- Author
- Aaij R
- Abdelmotteleb ASW
- Abellan Beteta C
- Abudinén F
- Ackernley T
- Adeva B
- Adinolfi M
- Adlarson P
- Afsharnia H
- Agapopoulou C
- Aidala CA
- Ajaltouni Z
- Akar S
- Akiba K
- Albicocco P
- Albrecht J
- Alessio F
- Alexander M
- Alfonso Albero A
- Aliouche Z
- Alvarez Cartelle P
- Amalric R
- Amato S
- Amey JL
- Amhis Y
- An L
- Anderlini L
- Andersson M
- Andreianov A
- Andreotti M
- Andreou D
- Ao D
- Archilli F
- Artamonov A
- Artuso M
- Aslanides E
- Atzeni M
- Audurier B
- Bachiller Perea I
- Bachmann S
- Bachmayer M
- Back JJ
- Bailly-Reyre A
- Baladron Rodriguez P
- Balagura V
- Baldini W
- Baptista de Souza Leite J
- Barbetti M
- Barlow RJ
- Barsuk S
- Barter W
- Bartolini M
- Baryshnikov F
- Basels JM
- Bassi G
- Batsukh B
- Battig A
- Bay A
- Beck A
- Becker M
- Bedeschi F
- Bediaga IB
- Beiter A
- Belin S
- Bellee V
- Belous K
- Belov I
- Belyaev I
- Ben-Haim E
- Benane G
- Bencivenni G
- Berezhnoy A
- Bernet Andres S
- Bernet R
- Berninghoff D
- Bernstein HC
- Bertella C
- Bertolin A
- Betancourt C
- Betti F
- Bezshyiko Ia
- Bhom J
- Bian L
- Bieker MS
- Biesuz NV
- Billoir P
- Biolchini A
- Birch M
- Bishop FCR
- Bitadze A
- Bizzeti A
- Blago MP
- Blake T
- Blanc F
- Blank JE
- Blusk S
- Bobulska D
- Bocharnikov V
- Boelhauve JA
- Boente Garcia O
- Boettcher T
- Boldyrev A
- Bolognani CS
- Bolzonella R
- Bondar N
- Borgato F
- Borghi S
- Borsato M
- Borsuk JT
- Bouchiba SA
- Bowcock TJV
- Boyer A
- Bozzi C
- Bradley MJ
- Braun S
- Brea Rodriguez A
- Breer N
- Brodzicka J
- Brossa Gonzalo A
- Brown J
- Brundu D
- Buonaura A
- Buonincontri L
- Burke AT
- Burr C
- Bursche A
- Butkevich A
- Butter JS
- Buytaert J
- Byczynski W
- Cadeddu S
- Cai H
- Calabrese R
- Calefice L
- Cali S
- Calvi M
- Calvo Gomez M
- Campana P
- Campora Perez DH
- Campoverde Quezada AF
- Capelli S
- Capriotti L
- Carbone A
- Cardinale R
- Cardini A
- Carniti P
- Carus L
- Casais Vidal A
- Caspary R
- Casse G
- Cattaneo M
- Cavallero G
- Cavallini V
- Celani S
- Cerasoli J
- Cervenkov D
- Chadwick AJ
- Chahrour I
- Chapman MG
- Charles M
- Charpentier Ph
- Chavez Barajas CA
- Chefdeville M
- Chen C
- Chen S
- Chernov A
- Chernyshenko S
- Chobanova V
- Cholak S
- Chrzaszcz M
- Chubykin A
- Chulikov V
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- Publication venue
- Publication date
- 01/01/2023
- Field of study
The branching fraction of the rare decay Îb0ââÎ(1520)ÎŒ+ÎŒâ is measured for the first time, in the squared dimuon mass
intervals, q2, excluding the J/Ï and Ï(2S) regions. The data
sample analyzed was collected by the LHCb experiment at center-of-mass energies
of 7, 8, and 13 TeV, corresponding to a total integrated luminosity of $9\
\mathrm{fb}^{-1}.Theresultinthehighestq^{2}interval,q^{2} >15.0\
\mathrm{GeV}^2/c^4$, where theoretical predictions have the smallest model
dependence, agrees with the predictions.Comment: All figures and tables, along with any supplementary material and
additional information, are available at
https://cern.ch/lhcbproject/Publications/p/LHCb-PAPER-2022-050.html (LHCb
public pages
Lawson criterion for ignition exceeded in an inertial fusion experiment
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- Publication venue
- 'American Physical Society (APS)'
- Publication date
- 06/07/2022
- Field of study
For more than half a century, researchers around the world have been engaged in attempts to achieve fusion ignition as a proof of principle of various fusion concepts. Following the Lawson criterion, an ignited plasma is one where the fusion heating power is high enough to overcome all the physical processes that cool the fusion plasma, creating a positive thermodynamic feedback loop with rapidly increasing temperature. In inertially confined fusion, ignition is a state where the fusion plasma can begin "burn propagation" into surrounding cold fuel, enabling the possibility of high energy gain. While "scientific breakeven" (i.e., unity target gain) has not yet been achieved (here target gain is 0.72, 1.37Â MJ of fusion for 1.92Â MJ of laser energy), this Letter reports the first controlled fusion experiment, using laser indirect drive, on the National Ignition Facility to produce capsule gain (here 5.8) and reach ignition by nine different formulations of the Lawson criterion
Measurement of the electron reconstruction efficiency at LHCb
- Author
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- Filippov S
- Fini Ra
- Fiorini M
- Firlej M
- Fischer Km
- Fitzpatrick C
- Fiutowski T
- Fleuret F
- Fo M
- Fontana M
- Fontanelli F
- Forty R
- Francisco Oda
- Frank M
- Frei C
- Friday Da
- Fu J
- Funk W
- Gabriel E
- Gallas Torreira A
- Galli D
- Gallorini S
- Gambetta S
- Gan Y
- Gandelman M
- Gandini P
- Gao Y
- Garcia Martin Lm
- Garcia Plana B
- Garrido L
- Gascon D
- Gaspar C
- Gazzoni G
- Gerick D
- Gersabeck E
- Gersabeck M
- Gershon T
- Gerstel D
- Ghez P
- Gibson V
- Gioventu A
- Girard Og
- Gironell Pg
- Giubega L
- Giugliano C
- Gizdov K
- Gligorov Vv
- Gobel C
- Golubkov D
- Golutvin A
- Gomes A
- Gomez Mc
- Gomez Rv
- Gonzalo Ab
- Gorelov I
- Gotti C
- Govorkova E
- Grabowski Jp
- Grammatico T
- Gras Cs
- Grauges E
- Graverini E
- Graziani G
- Grecu A
- Greim R
- Griffith P
- Grillo L
- Gruber L
- Gu C
- Gushchin E
- Guth A
- Guz Y
- Gys T
- Hadavizadeh T
- Hadjivasiliou C
- Haefeli G
- Haen C
- Haines Sc
- Hamilton Pm
- Han Q
- Han X
- Hancock Th
- Hansmann-Menzemer S
- Harnew N
- Harrison T
- Hart R
- Hasse C
- Hatch M
- He J
- Hecker M
- Heijhoff K
- Heinicke K
- Heister A
- Hennequin Am
- Hennessy K
- Henry L
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- Hicheur A
- Hill D
- Hilton M
- Hopchev Ph
- Hu J
- Hu W
- Huang W
- Huard Zc
- Hulsbergen W
- Humair T
- Hunter Rj
- Hushchyn M
- Hutchcroft D
- Hynds D
- Ibis P
- Idzik M
- Ilten P
- Inglessi A
- Inyakin A
- Ivshin K
- Jacobsson R
- Jakobsen S
- Jalocha J
- Jans E
- Jashal Bk
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- Kirsebom Vs
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- Kostiuk I
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- Kravchuk L
- Krawczyk Rd
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- Vieira D
- Viemann H
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- Wilson Ff
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- Wislicki W
- Witek M
- Wormser G
- Wotton Sa
- Wu H
- Wyllie K
- Xiang Z
- Xiao D
- Xie Y
- Xing H
- Xu A
- Xu L
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- Yang Z
- Yao Y
- Yeomans Le
- Yin H
- Yu J
- Yuan X
- Yushchenko O
- Zarebski Ka
- Zavertyaev M
- Zdybal M
- Zeng M
- Zhang D
- Zhang L
- Zhang S
- Zhang Wc
- Zhang Y
- Zhelezov A
- Zheng Y
- Zhou X
- Zhou Y
- Zhu X
- Zhukov V
- Zonneveld Jb
- Zucchelli S
- Publication venue
- 'IOP Publishing'
- Publication date
- 01/01/2019
- Field of study
The single electron track-reconstruction efficiency is calibrated using a sample corresponding to 1.3 fbâ1 of pp collision data recorded with the LHCb detector in 2017. This measurement exploits B+â J/Ï(e+eâ)K+ decays, where one of the electrons is fully reconstructed and paired with the kaon, while the other electron is reconstructed using only the information of the vertex detector. Despite this partial reconstruction, kinematic and geometric constraints allow the B meson mass to be reconstructed and the signal to be well separated from backgrounds. This in turn allows the electron reconstruction efficiency to be measured by matching the partial track segment found in the vertex detector to tracks found by LHCb's regular reconstruction algorithms. The agreement between data and simulation is evaluated, and corrections are derived for simulated electrons in bins of kinematics. These correction factors allow LHCb to measure branching fractions involving single electrons with a systematic uncertainty below 1%
Angular Analysis of the B+ -> K*(+)mu(+) mu(-) Decay
- Author
- Aaij R
- Ackernley T
- Adeva B
- Adinolfi M
- Afsharnia H
- Aidala CA
- Aiola S
- Ajaltouni Z
- Akar S
- Akiba K Carvalho
- Albrecht J
- Alessio F
- Alexander M
- Alfonso Albero A
- Aliouche Z
- Alkhazov G
- Altarelli M Pepe
- Amato S
- Amhis Y
- An L
- Anderlini L
- Andreianov A
- Andreotti M
- Archilli F
- Artamonov A
- Artuso M
- Arzymatov K
- Aslanides E
- Atzeni M
- Audurier B
- Bachmann S
- Bachmayer M
- Back JJ
- Baker S
- Baladron Rodriguez P
- Balagura V
- Baldini W
- Barajas CA Chavez
- Barlow RJ
- Barsuk S
- Barter W
- Bartolini M
- Baryshnikov F
- Basels JM
- Bassi G
- Batsukh B
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- Bedeschi F
- Bediaga I
- Beiter A
- Belavin V
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- Bellee V
- Belous K
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- Ben-Haim E
- Bencivenni G
- Benito C Marin
- Berezhnoy A
- Bernet R
- Berninghoff D
- Bernstein HC
- Bertella C
- Bertolin A
- Betancourt C
- Beteta C Abellan
- Betti F
- Bezshyiko Ia
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- Boelhauve JA
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- Boldyrev A
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- Borsuk JT
- Bouchiba SA
- Bowcock TJV
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- Bradley MJ
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- Brea Rodriguez A
- Brodski M
- Brodzicka J
- Brundu D
- Buonaura A
- Burr C
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- Butkevich A
- Butter JS
- Buytaert J
- Byczynski W
- Cadeddu S
- Cai H
- Calabrese R
- Calefice L
- Cali S
- Calladine R
- Calvi M
- Calvo Gomez M
- Camboni A
- Campana P
- Capelli S
- Capriotti L
- Carbone A
- Carboni G
- Cardinale R
- Cardini A
- Cardoso LA Granado
- Carli I
- Carniti P
- Cartelle P Alvarez
- Casais Vidal A
- Casse G
- Cattaneo M
- Cavallero G
- Cazon BR Gruberg
- Celani S
- Cerasoli J
- Chadwick AJ
- Chapman MG
- Charles M
- Charpentier Ph
- Chatzikonstantinidis G
- Chefdeville M
- Chen C
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- Chernov A
- Chitic S-G
- Chobanova V
- Cholak S
- Chrzaszcz M
- Chubykin A
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- Ciambrone P
- Cicala MF
- Cid Vidal X
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- Cobbledick JL
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- Coelho JAB
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- Collins P
- Colombo T
- Congedo L
- Contu A
- Cooke N
- Coombs G
- Corti G
- Coutinho R Silva
- Couturier B
- Craik DC
- Crkovska J
- Currie R
- D'Ambrosio C
- D'Argent P
- Da Silva CL
- Dall'Occo E
- Dalseno J
- Danilina A
- Davis A
- De Almeida FL Souza
- De Bruyn K
- De Capua S
- De Cian M
- De Miranda JM
- De Paula B Souza
- De Paula L
- De Serio M
- De Simone D
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- de Vries JA
- Dean CT
- Dean W
- Decamp D
- Declara P Fernandez
- Del Buono L
- Delaney B
- Dembinski H-P
- Dendek A
- Denysenko V
- Derkach D
- Deschamps O
- Desse F
- Dettori F
- Dey B
- Di Nezza P
- Diaz L Calero
- Diaz M Vieites
- Didenko S
- Dieste Maronas L
- Dijkstra H
- Dobishuk V
- Donohoe AM
- Dordei F
- dos Reis AC
- Douglas L
- Dovbnya A
- Downes AG
- Dreimanis K
- Dudek MW
- Dufour L
- Duk V
- Durante P
- Durham JM
- Dutta D
- Dziewiecki M
- Dziurda A
- Dzyuba A
- Easo S
- Egede U
- Egorychev V
- Eidelman S
- Eisenhardt S
- Ek-In S
- Eklund L
- Ely S
- Ene A
- Epple E
- Escher S
- Eschle J
- Esen S
- Evans T
- Falabella A
- Fan J
- Fan Y
- Fang B
- Farley N
- Farry S
- Fazzini D
- Fedin P
- Feo M
- Fernandez Prieto A
- Fernandez-tenllado Arribas JM
- Ferrari F
- Ferrillo M
- Ferro-Luzzi M
- Figueras E Vilella
- Filippov S
- Fini RA
- Fiorini M
- Firlej M
- Fischer KM
- Fitzpatrick C
- Fiutowski T
- Fleuret F
- Fontana M
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- Francisco O De Aguiar
- Frank M
- Franzoso E
- Frau G
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- Gabriel E
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- Gallas Torreira A
- Galli D
- Gambetta S
- Gan Y
- Gandelman M
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- Garcia Plana B
- Garcia L Meyer
- Garrido L
- Gaspar C
- Geertsema RE
- Gerick D
- Gerken LL
- Gersabeck E
- Gersabeck M
- Gershon T
- Gerstel D
- Ghez Ph
- Gibson V
- Giovannetti M
- Gioventu A
- Gironella Gironell P
- Giubega L
- Giugliano C
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- Gkougkousis EL
- Gligorov VV
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- Gomes A
- Gomez Fernandez S
- Goncalves Abrantes F
- Goncerz M
- Gong G
- Gonzalo A Brossa
- Gorbounov P
- Gorelov IV
- Gotti C
- Govorkova E
- Grabowski JP
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- Grammatico T
- Gras C Sanchez
- Grauges E
- Graverini E
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- Greeven LM
- Griffith P
- Grillo L
- Gromov S
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- Guenther PA
- Gushchin E
- Guth A
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- Haefeli G
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- Haimberger J
- Halewood-leagas T
- Hamilton PM
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- Hancock TH
- Hansmann-Menzemer S
- Harnew N
- Harrison T
- Hasse C
- Hatch M
- He J
- Hecker M
- Heijhoff K
- Heinicke K
- Hennequin AM
- Hennessy K
- Henry L
- Heuel J
- Hicheur A
- Hill D
- Hilton M
- Hollitt SE
- Hu J
- Hu J
- Hu W
- Huang W
- Huang X
- Hulsbergen W
- Hunter RJ
- Hushchyn M
- Hutchcroft D
- Hynds D
- Ibis P
- Idzik M
- Ilin D
- Ilten P
- Inglessi A
- Ishteev A
- Ivshin K
- Jacobsson R
- Jakobsen S
- Jans E
- Jashal BK
- Jawahery A
- Jevtic V
- Jezabek M
- Jiang F
- John M
- Johnson D
- Jones CR
- Jones TP
- Jost B
- Jurik N
- Kandybei S
- Kang Y
- Karacson M
- Kazeev N
- Keizer F
- Kenzie M
- Ketel T
- Khanji B
- Kharisova A
- Kholodenko S
- Kim KE
- Kirn T
- Kirsebom VS
- Kitouni O
- Klaver S
- Klimaszewski K
- Koliiev S
- Kondybayeva A
- Konoplyannikov A
- Kopciewicz P
- Kopecna R
- Koppenburg P
- Korolev M
- Kostiuk I
- Kot O
- Kotriakhova S
- Kravchenko P
- Kravchuk L
- Krawczyk RD
- Kreps M
- Kress F
- Kretzschmar S
- Krokovny P
- Krupa W
- Krzemien W
- Kucewicz W
- Kucharczyk M
- Kudryavtsev V
- Kuindersma HS
- Kunde GJ
- Kvaratskheliya T
- Lacarrere D
- Lafferty G
- Lai A
- Lampis A
- Lancierini D
- Lane JJ
- Lane R
- Lanfranchi G
- Langenbruch C
- Langer J
- Lantwin O
- Latham T
- Lavra L Soares
- Lazzari F
- Le Gac R
- Lee SH
- Lefevre R
- Leflat A
- Legotin S
- Leite J Baptista
- Lener M Poli
- Leroy O
- Lesiak T
- Leverington B
- Li H
- Li L
- Li P
- Li Y
- Li Y
- Li Z
- Liang X
- Lima V Franco
- Lin T
- Lindner R
- Lisovskyi V
- Litvinov R
- Liu G
- Liu H
- Liu S
- Liu X
- Loi A
- Lomba Castro J
- Longstaff I
- Lopes JH
- Lopes L Ferreira
- Loustau G
- Lovell GH
- Lu Y
- Lucchesi D
- Luchuk S
- Lukashenko V
- Luo Y
- Lupato A
- Luppi E
- Lupton O
- Lusiani A
- Lyu X
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- Maccolini S
- Machado D Torres
- Machefert F
- Maciuc F
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- Mackowiak P
- Maddrell-Mander S
- Madejczyk O
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- Majewski MW
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- Malinin A
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- Wilson FF
- Wislicki W
- Witek M
- Witola L
- Wormser G
- Wotton SA
- Wu H
- Wyllie K
- Xiang Z
- Xiao D
- Xie Y
- Xu A
- Xu J
- Xu L
- Xu M
- Xu Q
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- Xu Z
- Yang D
- Yang Y
- Yang Z
- Yang Z
- Yao Y
- Yeomans LE
- Yin H
- Yu J
- Yuan X
- Yushchenko O
- Zarebski KA
- Zavertyaev M
- Zdybal M
- Zenaiev O
- Zeng M
- Zhang D
- Zhang L
- Zhang S
- Zhang Y
- Zhang Y
- Zhelezov A
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- Zhu X
- Zhukov V
- Zonneveld JB
- Zucchelli S
- Zuliani D
- Zunica G
- Publication venue
- 'American Physical Society (APS)'
- Publication date
- 01/01/2021
- Field of study
We present an angular analysis of the
B
+
â
K
*
+
(
â
K
0
S
Ï
+
)
Ό
+
Ό
â
decay using
9
â
â
fb
â
1
of
p
p
collision data collected with the LHCb experiment. For the first time, the full set of
C
P
-averaged angular observables is measured in intervals of the dimuon invariant mass squared. Local deviations from standard model predictions are observed, similar to those in previous LHCb analyses of the isospin-partner
B
0
â
K
*
0
Ό
+
Ό
â
decay. The global tension is dependent on which effective couplings are considered and on the choice of theory nuisance parameters
Recommended from our members
Study of the Ï2â(3823) and Ïc1â(3872) states in B+â(JÏÏ+Ïâ)K+ decays
- Author
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- Ackernley T
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- Aidala CA
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- Nieswand S
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- Norella E Spadaro
- Nunez C
- O'Hanlon DP
- Oblakowska-Mucha A
- Obraztsov V
- Ogilvy S
- Oldeman R
- Oliveira L Silva de
- Onderwater CJG
- Osborn JD
- Ossowska A
- Ovsiannikova T
- Owen P
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- Pagare B
- Pais PR
- Pajero T
- Palano A
- Palutan M
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- Papanestis A
- Pappagallo M
- Pappalardo LL
- Pappenheimer C
- Pardiñas J GarcĂa
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- Parkinson CJ
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- Paula B Souza De
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- Pellegrino A
- Perazzini S
- Pereima D
- Perez DH Campora
- Pernas M Ramos
- Perret P
- Petridis K
- Petrolini A
- Petrov A
- Petrucci S
- Petruzzo M
- Philippov A
- Pica L
- Pietrzyk B
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- Promberger L
- Prouve C
- Pugatch V
- Pullen H
- Punzi G
- Qian W
- Qin J
- Quagliani R
- Quezada AF Campoverde
- Quintana B
- Raab NV
- Rachwal B
- Rademacker JH
- Rama M
- Rangel MS
- Ratnikov F
- Raven G
- Reboud M
- Redi F
- Regueiro P Vazquez
- Reis AC dos
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- Richards DS
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- Rodriguez A Brea
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- Rollings A
- Romanovskiy V
- Rosales FA Garcia
- Roth JD
- Rotondo M
- Rudolph MS
- Ruf T
- Ryzhikov A
- Ryzka J
- Sagidova N
- Sahoo N
- Saitta B
- Santacesaria R
- Santimaria M
- Santos D Martinez
- Santovetti E
- Sarpis G
- Sarpis M
- Sarti A
- Satriano C
- Satta A
- Saur M
- Savrina D
- Sazak H
- Schael S
- Schellenberg M
- Schiller M
- Schindler H
- Schmelling M
- Schmelzer T
- Schmidt B
- Schneider O
- Schopper A
- Schreiner HF
- Schubiger M
- Schulte S
- Schune MH
- Schwemmer R
- Sciascia B
- Sciubba A
- Sellam S
- Semennikov A
- Sergi A
- Serio M De
- Serra N
- Serrano J
- Sestini L
- Seuthe A
- Sevilla M Franco
- Seyfert P
- Shangase DM
- Shapkin M
- Shchutska L
- Shears T
- Shekhtman L
- Shevchenko V
- Shields EB
- Shmanin E
- Shupperd JD
- Siddi BG
- Sierra C VĂĄzquez
- Silva CL Da
- Silva JJ Saborido
- Simi G
- Simone D De
- Simone P De
- Simone S
- Skiba I
- Skidmore N
- Skwarnicki T
- Slater MW
- Smallwood JC
- Smead LG Scantlebury
- Smeaton JG
- Smetkina A
- Smith E
- Smith M
- Snoch A
- Soares M
- Sobral CM Costa
- Sokoloff MD
- Sole S Ferreres
- Soler FJP
- Solovev A
- Solovyev I
- Spaan B
- Spradlin P
- Stagni F
- Stahl M
- Stahl S
- Stefko P
- Steinkamp O
- Stemmle S
- Stenyakin O
- Stevens H
- Stone S
- Stracka S
- Stramaglia ME
- Straticiuc M
- Strekalina D
- Strokov S
- Suljik F
- Sun J
- Sun L
- Sun Y
- Svihra P
- Swallow PN
- Swientek K
- Szabelski A
- Szumlak T
- Szymanski M
- T'Jampens S
- Taneja S
- Tang Z
- Tekampe T
- Teubert F
- Thomas E
- Thomson KA
- Tilley MJ
- Tisserand V
- Tobin M
- Tolk S
- Tomassetti L
- Torreira A Gallas
- Torres M Cruz
- Tou DY
- Traill M
- Tran MT
- Trejo RI Rabadan
- Trifonova E
- Trippl C
- Tsaregorodtsev A
- Tuci G
- Tully A
- Tuning N
- Ukleja A
- Unverzagt DJ
- Usachov A
- Ustyuzhanin A
- Uwer U
- Vagner A
- Vagnoni V
- Valassi A
- Valenti G
- Vecchi S
- Veghel M van
- Velthuis JJ
- Veltri M
- Venkateswaran A
- Veronesi M
- Vesterinen M
- Vidal A Casais
- Vidal A Romero
- Vidal F Martinez
- Vidal J Ruiz
- Vidal X Cid
- Vieira D
- Viemann H
- Vilasis-Cardona X
- Vincent P
- Vitali G
- Vitkovskiy A
- Vollhardt A
- Vorobyev A
- Vorobyev V
- Voropaev N
- Vries JA de
- Waldi R
- Walsh J
- Wang J
- Wang J
- Wang J
- Wang J
- Wang M
- Wang R
- Wang Y
- Wang Z
- Ward DR
- Wark HM
- Watson NK
- Weber SG
- Websdale D
- Weisser C
- Westhenry BDC
- White DJ
- Whitehead M
- Wiedner D
- Wilkinson G
- Wilkinson M
- Williams I
- Williams M
- Williams MRJ
- Wilson FF
- Wislicki W
- Witek M
- Witola L
- Wormser G
- Wotton SA
- Wu H
- Wyllie K
- Xiang Z
- Xiao D
- Xie Y
- Xing H
- Xu A
- Xu J
- Xu L
- Xu M
- Xu Q
- Xu Z
- Yang D
- Yang Y
- Yang Z
- Yang Z
- Yao Y
- Yeomans LE
- Yin H
- Yu J
- Yuan X
- Yushchenko O
- Zarebski KA
- Zavertyaev M
- Zdybal M
- Zenaiev O
- Zeng M
- Zhang D
- Zhang L
- Zhang S
- Zhang Y
- Zhelezov A
- Zheng Y
- Zhou X
- Zhou Y
- Zhu X
- Zhukov V
- Zonneveld JB
- Zucchelli S
- Zuliani D
- Zunica G
- Publication venue
- JHEP
- Publication date
- 26/08/2021
- Field of study
The decays B+âJ/ÏÏ+ÏâK+ are studied using a data
set corresponding to an integrated luminosity of 9fbâ1 collected with the
LHCb detector in proton-proton collisions between 2011 and 2018. Precise
measurements of the ratios of branching fractions with the intermediate
Ï2â(3823), Ïc1â(3872) and Ï(2S) states are reported. The decay
of B+âÏ2â(3823)K+ with Ï2â(3823)âJÏÏ+Ïâ is observed for the first time with a significance of 5.1
standard deviations. The mass differences between the Ï2â(3823),
Ïc1â(3872) and Ï(2S) states are measured to be mÏc1(3872)âââmÏ2â(3823)âmÏ2â(3823)ââmÏ(2S)âmÏc1â(3872)ââmÏ(2S)ââ===â47.50±0.53±0.13MeV/c2,137.98±0.53±0.14MeV/c2,185.49±0.06±0.03MeV/c2,â resulting in the
most precise determination of the Ïc1â(3782) mass. The width of the
Ï2â(3823) state is found to be below 5.2MeV at 90\% confidence level. The
Breit-Wigner width of the Ïc1â(3872) state is measured to be ÎÏc1â(3872)BWâ=0.96â0.18+0.19â±0.21MeV, which is inconsistent with zero by 5.5 standard deviations
- âŠ