5,106 research outputs found
An Analytic Result for the Two-Loop Hexagon Wilson Loop in N = 4 SYM
- Author
- A Brandhuber
- A Brandhuber
- AB Goncharov
- AV Smirnov
- AV Smirnov
- C Anastasiou
- C Anastasiou
- Claude Duhr
- E Remiddi
- F Cachazo
- F Cachazo
- F Jegerlehner
- IA Korchemskaya
- J Bartels
- J Bartels
- J Frenkel
- JB Tausk
- JGM Gatheral
- JM Drummond
- JM Drummond
- JM Drummond
- JM Drummond
- JM Drummond
- LF Alday
- LF Alday
- LF Alday
- M Czakon
- MY Kalmykov
- RC Brower
- RM Schabinger
- S Moch
- S Moch
- V Duca Del
- V Duca Del
- V Duca Del
- VA Smirnov
- VA Smirnov
- VA Smirnov
- Vittorio Del Duca
- Vladimir A. Smirnov
- VS Fadin
- Z Bern
- Z Bern
- Z Bern
- Z Bern
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 01/01/2010
- Field of study
In the planar N=4 supersymmetric Yang-Mills theory, the conformal symmetry
constrains multi-loop n-edged Wilson loops to be basically given in terms of
the one-loop n-edged Wilson loop, augmented, for n greater than 6, by a
function of conformally invariant cross ratios. We identify a class of
kinematics for which the Wilson loop exhibits exact Regge factorisation and
which leave invariant the analytic form of the multi-loop n-edged Wilson loop.
In those kinematics, the analytic result for the Wilson loop is the same as in
general kinematics, although the computation is remarkably simplified with
respect to general kinematics. Using the simplest of those kinematics, we have
performed the first analytic computation of the two-loop six-edged Wilson loop
in general kinematics.Comment: 17 pages. Extended discussion on how the QMRK limit is taken. Version
accepted by JHEP. A text file containing the Mathematica code with the
analytic expression for the 6-point remainder function is include
On the Integrand-Reduction Method for Two-Loop Scattering Amplitudes
- Author
- A Brandhuber
- A Brandhuber
- A Denner
- A Denner
- A Ferroglia
- A Hameren van
- A Hameren van
- AV Kotikov
- AV Smirnov
- AV Smirnov
- AV Smirnov
- C Anastasiou
- C Anastasiou
- C Anastasiou
- C Bogner
- CF Berger
- D Forde
- D MaĂŽtre
- DE Soper
- E Remiddi
- E Remiddi
- E Witten
- EI Buchbinder
- EWN Glover
- F Aguila del
- F Cachazo
- FV Tkachov
- FV Tkachov
- G Bevilacqua
- G Bevilacqua
- G Cullen
- G Heinrich
- G Heinrich
- G Ossola
- G Ossola
- G Ossola
- G Ossola
- G Passarino
- G Passarino
- G ât Hooft
- Giovanni Ossola
- GJ Oldenborgh van
- GJ Oldenborgh van
- IN Bernstein
- J Carter
- J Gluza
- J Gluza
- JB Tausk
- JM Drummond
- JM Drummond
- KG Chetyrkin
- LD Landau
- LF Alday
- LJ Mason
- M Argeri
- M Beneke
- M Czakon
- MGJ Veltman
- MY Kalmykov
- N Arkani-Hamed
- N Arkani-Hamed
- NEJ Bjerrum-Bohr
- P Mastrolia
- P Mastrolia
- P Mastrolia
- P Mastrolia
- PA Baikov
- PA Baikov
- Pierpaolo Mastrolia
- R Bonciani
- R Britto
- R Britto
- R Britto
- R Britto
- R Britto
- R Britto
- R Britto
- R Britto
- RE Cutkosky
- RJ Eden
- RK Ellis
- RK Ellis
- RK Ellis
- RN Lee
- S Actis
- S Laporta
- S Laporta
- S Mandelstam
- S Mandelstam
- SD Badger
- SD Badger
- T Binoth
- T Binoth
- T Binoth
- T Binoth
- T Gehrmann
- T Gehrmann
- T Gehrmann
- T Hahn
- V Hirschi
- VA Smirnov
- VA Smirnov
- VA Smirnov
- WT Giele
- WT Giele
- Z Bern
- Z Bern
- Z Bern
- Z Bern
- Z Bern
- Z Bern
- Z Bern
- Z Bern
- Z Bern
- Z Bern
- Z Bern
- Z Bern
- Z Bern
- Z Bern
- Z Nagy
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 01/01/2011
- Field of study
We propose a first implementation of the integrand-reduction method for
two-loop scattering amplitudes. We show that the residues of the amplitudes on
multi-particle cuts are polynomials in the irreducible scalar products
involving the loop momenta, and that the reduction of the amplitudes in terms
of master integrals can be realized through polynomial fitting of the
integrand, without any apriori knowledge of the integral basis. We discuss how
the polynomial shapes of the residues determine the basis of master integrals
appearing in the final result. We present a four-dimensional constructive
algorithm that we apply to planar and non-planar contributions to the 4- and
5-point MHV amplitudes in N=4 SYM. The technique hereby discussed extends the
well-established analogous method holding for one-loop amplitudes, and can be
considered a preliminary study towards the systematic reduction at the
integrand-level of two-loop amplitudes in any gauge theory, suitable for their
automated semianalytic evaluation.Comment: 26 pages, 11 figure
Mesozoic fossils (>145 Mya) suggest the antiquity of the subgenera of Daphnia and their coevolution with chaoborid predators
- Author
- A Petrusek
- A Schwarzenberger
- AA Kotov
- AA Kotov
- AA Kotov
- AA Kotov
- Alexey A Kotov
- AR Omilian
- CE Goulden
- CR Haag
- D Ebert
- Derek J Taylor
- DG Frey
- DJ Taylor
- E PeĂąalver
- ED Lukashevich
- ED Lukashevich
- G Fryer
- G Richter
- G Richter
- H Miyakawa
- JAH Benzie
- JK Colbourne
- JK Colbourne
- K Schwenk
- KA Dickinson
- MY Orlova-Bienkowskaja
- N Lehman
- NN Smirnov
- NN Smirnov
- NN Smirnov
- P Tasch
- PA Selden
- PDN Hebert
- R Tollrian
- S Ishida
- SJ Adamowicz
- XR Lai
- Publication venue
- BioMed Central
- Publication date
- 01/01/2011
- Field of study
<p>Abstract</p> <p>Background</p> <p>The timescale of the origins of <it>Daphnia </it>O. F. Mueller (Crustacea: Cladocera) remains controversial. The origin of the two main subgenera has been associated with the breakup of the supercontinent Pangaea. This vicariance hypothesis is supported by reciprocal monophyly, present day associations with the former Gondwanaland and Laurasia regions, and mitochondrial DNA divergence estimates. However, previous multilocus nuclear DNA sequence divergence estimates at < 10 Million years are inconsistent with the breakup of Pangaea. We examined new and existing cladoceran fossils from a Mesozoic Mongolian site, in hopes of gaining insights into the timescale of the evolution of <it>Daphnia</it>.</p> <p>Results</p> <p>We describe new fossils of ephippia from the Khotont site in Mongolia associated with the Jurassic-Cretaceous boundary (about 145 MYA) that are morphologically similar to several modern genera of the family Daphniidae, including the two major subgenera of <it>Daphnia</it>, i.e., <it>Daphnia </it>s. str. and <it>Ctenodaphnia</it>. The daphniid fossils co-occurred with fossils of the predaceous phantom midge (Chaoboridae).</p> <p>Conclusions</p> <p>Our findings indicate that the main subgenera of <it>Daphnia </it>are likely much older than previously known from fossils (at least 100 MY older) or from nuclear DNA estimates of divergence. The results showing co-occurrence of the main subgenera far from the presumed Laurasia/Gondwanaland dispersal barrier shortly after formation suggests that vicariance from the breakup of Pangaea is an unlikely explanation for the origin of the main subgenera. The fossil impressions also reveal that the coevolution of a dipteran predator (Chaoboridae) with the subgenus <it>Daphnia </it>is much older than previously known -- since the Mesozoic.</p
Analytic results for planar three-loop integrals for massive form factors
- Author
- A Manteuffel von
- AB Goncharov
- AI Davydychev
- Alexander V. Smirnov
- AV Kotikov
- AV Smirnov
- AV Smirnov
- AV Smirnov
- AV Smirnov
- AV Smirnov
- AV Smirnov
- DJ Broadhurst
- E Remiddi
- F Caola
- J Gluza
- J Zhao
- JM Henn
- JM Henn
- JM Henn
- JM Henn
- JM Henn
- Johannes M. Henn
- K-T Chen
- KG Chetyrkin
- M Argeri
- MY Kalmykov
- N Arkani-Hamed
- P Marquard
- P Marquard
- RN Lee
- S Caron-Huot
- T Dennen
- T Gehrmann
- T Huber
- V Duca del
- VA Smirnov
- Vladimir A. Smirnov
- W Wasow
- Publication venue
- Scuola Internazionale Superiore di Studi Avanzati
- Publication date
- 20/11/2016
- Field of study
We use the method of differential equations to analytically evaluate all planar three-loop Feynman integrals relevant for form factor calculations involving massive particles. Our results for ninety master integrals at general q2 are expressed in terms of multiple polylogarithms, and results for fiftyone master integrals at the threshold q2 = 4m2 are expressed in terms of multiple polylogarithms of argument one, with indices equal to zero or to a sixth root of unity
In Vivo Fluorescence Lifetime Imaging Monitors Binding of Specific Probes to Cancer Biomarkers
- Author
- A Corlu
- A Smirnov
- Aleksandr V. Smirnov
- Amir Gandjbakhche
- BW Pogue
- C Bremer
- CJ Witton
- D Hall
- DA Hammer
- DJ Slamon
- DY Paithankar
- EMC Hillman
- F Leblond
- Gary Griffiths
- H Szmacinski
- HE Zimmerman
- HJ Dai
- I Gannot
- I Lyakhov
- Ilya Lyakhov
- Irina V. Lebedeva
- J Capala
- J Feldwisch
- J Lofblom
- Jacek Capala
- Jay R. Knutson
- JE Mathejczyk
- JR Lakowicz
- JV Frangioni
- JXJ Zhao
- L Goldshaid
- M Allison
- M Gurfinkel
- M Hassan
- MA OLeary
- ME Davis
- Moinuddin Hassan
- MY Berezin
- Olga Vasalatiy
- P Vaupel
- PP Ghoroghchian
- R Alford
- R Nutt
- Rafal Zielinski
- S Bloch
- Samuel Achilefu
- V Chernomordik
- Victor Chernomordik
- W Akers
- Y Ardeshirpour
- Yasaman Ardeshirpour
- Z Cheng
- Publication venue
- Public Library of Science
- Publication date
- 23/02/2012
- Field of study
One of the most important factors in choosing a treatment strategy for cancer is characterization of biomarkers in cancer cells. Particularly, recent advances in Monoclonal Antibodies (MAB) as primary-specific drugs targeting tumor receptors show that their efficacy depends strongly on characterization of tumor biomarkers. Assessment of their status in individual patients would facilitate selection of an optimal treatment strategy, and the continuous monitoring of those biomarkers and their binding process to the therapy would provide a means for early evaluation of the efficacy of therapeutic intervention. In this study we have demonstrated for the first time in live animals that the fluorescence lifetime can be used to detect the binding of targeted optical probes to the extracellular receptors on tumor cells in vivo. The rationale was that fluorescence lifetime of a specific probe is sensitive to local environment and/or affinity to other molecules. We attached Near-InfraRed (NIR) fluorescent probes to Human Epidermal Growth Factor 2 (HER2/neu)-specific Affibody molecules and used our time-resolved optical system to compare the fluorescence lifetime of the optical probes that were bound and unbound to tumor cells in live mice. Our results show that the fluorescence lifetime changes in our model system delineate HER2 receptor bound from the unbound probe in vivo. Thus, this method is useful as a specific marker of the receptor binding process, which can open a new paradigm in the âimage and treatâ concept, especially for early evaluation of the efficacy of the therapy
Performance of CMS muon reconstruction in pp collision events at sqrt(s) = 7 TeV
- Author
- Abbaneo D
- Abbiendi G
- Abbrescia M
- Abdullin S
- Acosta D
- Acosta JG
- Acosta MV
- Adair A
- Adam N
- Adam W
- Adams MR
- Adams T
- Adiguzel A
- Adler V
- Adzic P
- Agostino L
- Agram JL
- Aguilar-Benitez M
- Aguilo E
- Ahmad M
- Ahmad WH
- Ahuja S
- Akchurin N
- Akgun B
- Akgun U
- Akin IV
- Alagoz E
- Albajar C
- Albayrak EA
- Albergo S
- Albrow M
- Alda Junior WL
- Alexander J
- Aliev T
- Almeida N
- Alver B
- Alverson G
- Alves GA
- Amapane N
- Amsler C
- Anagnostou G
- Anastassov A
- Anderson J
- Anderson M
- Andrea J
- Andreev V
- Andreev V
- Andreev Y
- Andrews W
- Anghel IM
- Anjos TS
- Antonelli L
- Antunes JR
- Antunovic Z
- Apanasevich L
- Apollinari G
- Appelt E
- Apresyan A
- Aranyi A
- Arce P
- Arcidiacono R
- Arenton MW
- Arfaei H
- Argiro S
- Arisaka K
- Arneodo M
- Arora S
- Asawatangtrakuldee C
- Asghar MI
- Askew A
- Assran Y
- Ata M
- Atac M
- Atramentov O
- Attikis A
- Auffray E
- Autermann C
- Auzinger G
- Avdeeva E
- Avery P
- Avetisyan A
- Azarkin M
- Azhgirey I
- Aziz T
- Azzi P
- Azzolini V
- Azzurri P
- Baarmand MM
- Babb J
- Bacchetta N
- Bachtis M
- Baden A
- Baeni L
- Baesso P
- Baffioni S
- Bagliesi G
- Bai Y
- Baillon P
- Bainbridge R
- Bakhshiansohi H
- Bakirci MN
- Bakken JA
- Balazs M
- Ball AH
- Ball G
- Ban Y
- Banerjee S
- Banerjee S
- Bansal S
- Banzuzi K
- Barbagli G
- Barberis E
- Barbone L
- Bardak C
- Barfuss AF
- Bargassa P
- Barge D
- Baringer P
- Barker A
- Barnes VE
- Barnett BA
- Barney D
- Barone L
- Barrett M
- Bartalini P
- Barth C
- Basegmez S
- Basso L
- Battilana C
- Baty C
- Bauer G
- Bauerdick LAT
- Baumgartel D
- Baur U
- Bayshev I
- Bazterra VE
- Bean A
- Beauceron S
- Beaudette F
- Beaupere N
- Bedjidian M
- Beernaert K
- Behrenhoff W
- Behrens U
- Belforte S
- Beliy N
- Belknap D
- Bell AJ
- Bell KW
- Bellan P
- Bellan R
- Bellato M
- Bellinger JN
- Belotelov I
- Belyaev A
- Belyaev A
- Benaglia A
- Bencze G
- Bendavid J
- Benedetti D
- Benelli G
- Benhabib L
- Beni N
- Benucci L
- Benussi L
- Benvenuti AC
- Beranek S
- Beretvas A
- Bergauer T
- Berger J
- Bergholz M
- Beri SB
- Bernardes CA
- Bernardini J
- Bernet C
- Berry D
- Berry E
- Berryhill J
- Bertl W
- Berzano U
- Besancon M
- Betchart B
- Bethani A
- Betts RR
- Beuselinck R
- Bhat PC
- Bhatnagar V
- Bhattacharya S
- Bhattacharya S
- Bhatti A
- Bialas W
- Bialkowska H
- Bian JG
- Bianchi G
- Bianchini L
- Bianco S
- Biasini M
- Biino C
- Bilei GM
- Bilin B
- Bilinskas MJ
- Bilki B
- Bilmis S
- Biselli A
- Bisello D
- Bitioukov S
- Blekman F
- Blobel V
- Bloch D
- Bloch I
- Bloch P
- Bloom K
- Bluj M
- Blumenfeld B
- Blyweert S
- Bobrovskyi S
- Boccali T
- Bocci A
- Bochenek J
- Bodek A
- Bodin D
- Boimska B
- Boldizsar L
- Bolla G
- Bolognesi S
- Bolton T
- Bonacorsi D
- Bonato A
- Bondu O
- Bontenackels M
- Boos E
- Bornheim A
- Borras K
- Borrello L
- Bortignon P
- Bortoletto D
- Bose S
- Bose T
- Bostock F
- Botta C
- Boudoul G
- Boulahouache C
- Boumediene D
- Bourilkov D
- Boutemeur M
- Boutle S
- Braibant-Giacomelli S
- Branca A
- Branson JG
- Breedon R
- Breto G
- Breuker H
- Brew C
- Brigliadori L
- Brigljevic V
- Brinkerhoff A
- Broccolo G
- Brochero Cifuentes JA
- Brom JM
- Brona G
- Brooke JJ
- Broutin C
- Brown RM
- Brownson E
- Brun H
- Bruno G
- Bryer AG
- Buchmann MA
- Buchmuller O
- Bunkowski K
- Bunn J
- Buontempo S
- Burgmeier A
- Burkett K
- Busson P
- Busza W
- Butler JN
- Butler PH
- Butt J
- Butz E
- Bylsma B
- Cabrera A
- Cabrillo IJ
- Caebergs T
- Cakir A
- Calabria C
- Calderon De La Barca Sanchez M
- Calderon A
- Cali IA
- Calligaris L
- Callner J
- Calvert B
- Calvo E
- Campagnari C
- Campbell A
- Camporesi T
- Capiluppi P
- Caponeri B
- Cappello G
- Cardaci M
- Carlin R
- Carlsmith D
- Carrillo Moreno S
- Carroll R
- Cartiglia N
- Carvalho W
- Casal B
- Casimiro Linares E
- Castaldi R
- Castello R
- Castilla-Valdez H
- Castro A
- Castro E
- Caudron J
- Caulfield M
- Cavallari F
- Cavallo FR
- Cavallo N
- Cavanaugh R
- Ceard L
- Ceballos GG
- Cepeda M
- Cerati GB
- Cerci DS
- Cerci S
- Cerizza G
- Cerminara G
- Cerrada M
- Chabert EC
- Chadwick M
- Chakaberia I
- Chamizo Llatas M
- Chan M
- Chang P
- Chang S
- Chang YH
- Chang YH
- Chang YW
- Chanon N
- Chao Y
- Charaf O
- Charlot C
- Chasco M
- Chasserat J
- Chatrchyan S
- Chatterjee A
- Chauhan S
- Checchia P
- Chen GM
- Chen HS
- Chen J
- Chen KF
- Chen KH
- Chen M
- Chen Y
- Chen Z
- Cherepanov V
- Chertok M
- Chetluru V
- Cheung HWK
- Chhibra SS
- Chierici R
- Chiochia V
- Chiorboli M
- Chlebana F
- Cho Y
- Choi M
- Choi S
- Choi Y
- Choi YK
- Chou JP
- Choudhary BC
- Choudhury RK
- Choudhury S
- Christiansen T
- Chuang SH
- Chung J
- Chung YS
- Chwalek T
- Ciesielski R
- Cihangir S
- Cimmino A
- Cipriano PMR
- Cirino G
- Cittolin S
- Ciulli V
- Civinini C
- Claes DR
- Clare R
- Clarida W
- Clement E
- Clerbaux B
- Cline D
- CMS Collaboration
- Cockerill DJA
- Codispoti G
- Colafranceschi S
- Colaleo A
- Cole JE
- Colino N
- Collard C
- Colling D
- Conetti S
- Contardo D
- Conte E
- Contreras-Campana C
- Contreras-Campana E
- Conway J
- Conway R
- Cooper SI
- Cooper W
- Cornelis T
- Correa Martins Junior M
- Cortezon EP
- Cossutti F
- Costa M
- Costa S
- Costantini S
- Coughlan JA
- Cousins R
- Covarelli R
- Cox B
- Cox PT
- Creanza D
- Cremaldi LM
- Cripps N
- Cuevas J
- Cuffiani M
- Cumalat JP
- Cuplov V
- Cure B
- Cushman P
- Cussans D
- Custodio A
- Cutajar M
- Cutts D
- Cwiok M
- Czellar S
- D'Agnolo RT
- D'Alessandro R
- D'Alfonso M
- D'Enterria D
- D'Hondt J
- Da Costa EM
- Daci N
- Dahmes B
- Dahms T
- Dallavalle GM
- Damgov J
- Damiao DD
- Dammann D
- Danielson T
- Das S
- Daskalakis G
- Dasu S
- Daubie E
- Dauncey P
- David A
- Davids M
- Davies G
- de Barbaro P
- De Benedetti A
- De Boer W
- de Cassagnac RG
- De Cosa A
- de Fatis TT
- De Filippis N
- De Gruttola M
- De Guio F
- De Jeneret JD
- De La Cruz B
- De La Cruz-Burelo E
- De Lentdecker G
- De Mattia M
- de Monchenault GH
- De Oliveira Martins C
- De Palma M
- De Roeck A
- de Troconiz JF
- De Visscher S
- De Wolf EA
- Deisher A
- Deiters K
- Dejardin M
- del Arbol PMR
- Del Re D
- Delaere C
- Delgado Peris A
- Deliomeroglu M
- Dell'Orso R
- Della Negra M
- Della Ricca G
- Demaria N
- Demina R
- Demortier L
- Denegri D
- Deniz M
- Depasse P
- Dermenev A
- Dero V
- Dhingra N
- Di Giovanni GP
- Di Guida S
- Di Marco E
- Di Matteo L
- Diamond B
- Dias FA
- Diemoz M
- Dierlamm A
- Dietz C
- Dietz-Laursonn E
- Diez Pardos C
- Dimitrov A
- Dinardo ME
- Dirkes G
- Dissertori G
- Dittmar M
- Djordjevic M
- Dobrzynski L
- Dobson M
- Dobur D
- Doesburg R
- Dogangun O
- Dolen J
- Dominguez Vazquez D
- Dominguez A
- Dominik W
- Don CKK
- Dorigo T
- Dorney B
- Doroba K
- Dozen C
- Draeger J
- Dragicevic M
- Dragoiu C
- Drell BR
- Dremin I
- Drouhin F
- Drozdetskiy A
- du Pree T
- Duarte Campderros J
- Duarte J
- Dubinin M
- Dudero PR
- Dudko L
- Duenser M
- Dugad S
- Duggan D
- Dumanoglu I
- Dupont-Sagorin N
- Duric S
- Duris J
- Durkin LS
- Duru F
- Dutta D
- Dutta S
- Dutta V
- Dzelalija M
- Eads M
- Eartly DP
- Eckerlin G
- Ecklund KM
- Eckstein D
- Edelhoff M
- Edelmaier CJ
- Eerola P
- Efron J
- Eggert N
- Ekmedzic M
- El Mamouni H
- Elgammal S
- Elliott-Peisert A
- Ellison J
- Elmer P
- Elvira VD
- Enderle H
- Engh D
- Eno SC
- Epshteyn V
- Erbacher R
- Erdmann M
- Erdmann W
- Erfle J
- Erhan S
- Ero J
- Erofeeva M
- Ershov A
- Esen S
- Eshaq Y
- Eskut E
- Etesami SM
- Eugster J
- Eusebi R
- Evangelou I
- Evans D
- Everaerts P
- Everett A
- Evstyukhin S
- Fabbri F
- Fabbri F
- Fabbricatore P
- Fabbro B
- Fabjan C
- Fabozzi F
- Faccioli P
- Fahim A
- Falkiewicz A
- Fanelli C
- Fanfani A
- Fano L
- Fantasia C
- Farrell C
- Fasanella D
- Fassi F
- Faure JL
- Favaro C
- Favart D
- Fay J
- Fedi G
- Fehling D
- Feindt M
- Felcini M
- Feld L
- Ferapontov A
- Ferencek D
- Ferguson T
- Ferguson W
- Fernandez Bedoya C
- Fernandez Menendez J
- Fernandez Perez Tomei TR
- Fernandez Ramos JP
- Fernandez M
- Ferrando A
- Ferri F
- Ferro C
- Field RD
- Finger M
- Finger M
- Fiore L
- Fiorendi S
- Fiori F
- Fisher M
- Fisk I
- Flacher H
- Flanagan W
- Flix J
- Florez C
- Flossdorf A
- Flowers K
- Flucke G
- Flugge G
- Foa L
- Focardi E
- Folgueras S
- Fonseca De Souza S
- Fontaine J-C
- Ford WT
- Forthomme L
- Foudas C
- Fouz MC
- Franci D
- Francis B
- Franzoni G
- Frazier R
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- Yildirim E
- Yilmaz Y
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- Yoo J
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- Yumiceva F
- Yun JC
- Zabel J
- Zabi A
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- Zaganidis N
- Zakaria M
- Zalewski P
- Zanetti M
- Zang J
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- Zeinali M
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- Zeyrek M
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- Zumerle G
- Zuranski A
- Publication venue
- 'IOP Publishing'
- Publication date
- 01/01/2012
- Field of study
The performance of muon reconstruction, identification, and triggering in CMS
has been studied using 40 inverse picobarns of data collected in pp collisions
at sqrt(s) = 7 TeV at the LHC in 2010. A few benchmark sets of selection
criteria covering a wide range of physics analysis needs have been examined.
For all considered selections, the efficiency to reconstruct and identify a
muon with a transverse momentum pT larger than a few GeV is above 95% over the
whole region of pseudorapidity covered by the CMS muon system, abs(eta) < 2.4,
while the probability to misidentify a hadron as a muon is well below 1%. The
efficiency to trigger on single muons with pT above a few GeV is higher than
90% over the full eta range, and typically substantially better. The overall
momentum scale is measured to a precision of 0.2% with muons from Z decays. The
transverse momentum resolution varies from 1% to 6% depending on pseudorapidity
for muons with pT below 100 GeV and, using cosmic rays, it is shown to be
better than 10% in the central region up to pT = 1 TeV. Observed distributions
of all quantities are well reproduced by the Monte Carlo simulation.Comment: Replaced with published version. Added journal reference and DO
X-ray emission from the Sombrero galaxy: discrete sources
- Author
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- Abbiendi G
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- Czellar S
- D'Agnolo RT
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- Volodko A
- Volpe R
- Volyanskyy D
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- Vorobyev A
- Voutilainen M
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- Wardrope D
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- Weber H
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- Wehrli L
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- Weinberger M
- Wendland L
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- Werner JS
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- Wulz CE
- Wurthwein F
- Wyslouch B
- Xiao H
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- Yetkin T
- Yi K
- Yildirim E
- Yilmaz Y
- Yohay R
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- Yumiceva F
- Yun JC
- Zabel J
- Zabi A
- Zablocki J
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- Zakaria M
- Zalewski P
- Zanetti M
- Zang J
- Zang SL
- Zarubin A
- Zatserklyaniy A
- Zeinali M
- Zeise M
- Zeuner WD
- Zeyrek M
- Zhang J
- Zhang L
- Zhang Z
- Zheng Y
- Zhokin A
- Zhu B
- Zhu RY
- Zhukov V
- Zhukova V
- Ziebarth EB
- Ziegler J
- Zielinski M
- Zito G
- Zoeller MH
- Zorbilmez C
- Zotto P
- Zou W
- Zumerle G
- Zuranski A
- Publication venue
- 'IOP Publishing'
- Publication date
- 01/01/2010
- Field of study
We present a study of discrete X-ray sources in and around the
bulge-dominated, massive Sa galaxy, Sombrero (M104), based on new and archival
Chandra observations with a total exposure of ~200 ks. With a detection limit
of L_X = 1E37 erg/s and a field of view covering a galactocentric radius of ~30
kpc (11.5 arcminute), 383 sources are detected. Cross-correlation with Spitler
et al.'s catalogue of Sombrero globular clusters (GCs) identified from HST/ACS
observations reveals 41 X-rays sources in GCs, presumably low-mass X-ray
binaries (LMXBs). We quantify the differential luminosity functions (LFs) for
both the detected GC and field LMXBs, whose power-low indices (~1.1 for the
GC-LF and ~1.6 for field-LF) are consistent with previous studies for
elliptical galaxies. With precise sky positions of the GCs without a detected
X-ray source, we further quantify, through a fluctuation analysis, the GC LF at
fainter luminosities down to 1E35 erg/s. The derived index rules out a
faint-end slope flatter than 1.1 at a 2 sigma significance, contrary to recent
findings in several elliptical galaxies and the bulge of M31. On the other
hand, the 2-6 keV unresolved emission places a tight constraint on the field
LF, implying a flattened index of ~1.0 below 1E37 erg/s. We also detect 101
sources in the halo of Sombrero. The presence of these sources cannot be
interpreted as galactic LMXBs whose spatial distribution empirically follows
the starlight. Their number is also higher than the expected number of cosmic
AGNs (52+/-11 [1 sigma]) whose surface density is constrained by deep X-ray
surveys. We suggest that either the cosmic X-ray background is unusually high
in the direction of Sombrero, or a distinct population of X-ray sources is
present in the halo of Sombrero.Comment: 11 figures, 5 tables, ApJ in pres
Azimuthal anisotropy of charged particles at high transverse momenta in PbPb collisions at sqrt(s[NN]) = 2.76 TeV
- Author
- Abbaneo D
- Abbiendi G
- Abbrescia M
- Abdullin S
- Abdulsalam A
- Acosta D
- Acosta JG
- Acosta MV
- Adair A
- Adam N
- Adam W
- Adams MR
- Adams T
- Adiguzel A
- Adler V
- Adzic P
- Afanasiev S
- Agostino L
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- Aguilar-Benitez M
- Aguilo E
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- Ahmad WH
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- Volkov A
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- Volodko A
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- Wickramage N
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- Winer BL
- Winn D
- Winstrom L
- Wissing C
- Wittich P
- Wittmer B
- Woehri HK
- Wolf M
- Wolf R
- Womersley WJ
- Won S
- Wood D
- Wood J
- Wood JS
- Worm SD
- Wright D
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- Wuerthwein F
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- Wyslouch B
- Xiao H
- Xie S
- Xu M
- Yagil A
- Yalvac M
- Yang F
- Yang M
- Yang Y
- Yang ZC
- Yazgan E
- Yelton J
- Yetkin T
- Yi K
- Yildirim E
- Yilmaz Y
- Yohay R
- Yoo HD
- Yoo J
- Yoon AS
- York A
- Yu I
- Yu SS
- Yumiceva F
- Yun JC
- Zabel J
- Zabi A
- Zablocki J
- Zaganidis N
- Zakaria M
- Zalewski P
- Zanetti M
- Zang J
- Zarubin A
- Zatserklyaniy A
- Zeinali M
- Zeise M
- Zeuner WD
- Zeyrek M
- Zhang J
- Zhang Z
- Zheng Y
- Zhokin A
- Zhu B
- Zhu RY
- Zhukov V
- Zhukova V
- Ziebarth EB
- Ziegler J
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- Zumerle G
- Zuranski A
- Publication venue
- 'American Physical Society (APS)'
- Publication date
- 01/01/2012
- Field of study
The azimuthal anisotropy of charged particles in PbPb collisions at
nucleon-nucleon center-of-mass energy of 2.76 TeV is measured with the CMS
detector at the LHC over an extended transverse momentum (pt) range up to
approximately 60 GeV. The data cover both the low-pt region associated with
hydrodynamic flow phenomena and the high-pt region where the anisotropies may
reflect the path-length dependence of parton energy loss in the created medium.
The anisotropy parameter (v2) of the particles is extracted by correlating
charged tracks with respect to the event-plane reconstructed by using the
energy deposited in forward-angle calorimeters. For the six bins of collision
centrality studied, spanning the range of 0-60% most-central events, the
observed v2 values are found to first increase with pt, reaching a maximum
around pt = 3 GeV, and then to gradually decrease to almost zero, with the
decline persisting up to at least pt = 40 GeV over the full centrality range
measured.Comment: Replaced with published version. Added journal reference and DO
Jet energy measurement with the ATLAS detector in proton-proton collisions at root s=7 TeV
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- Yildizb HD
- Yilmaz M
- Yoosootiniya R
- Yorita K
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- Youssef S
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- Yurkewicz A
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- Zaidan R
- Zaitsev AM
- Zajacova Z
- Zalite YK
- Zanello L
- Zarzhitsky P
- Zaytsev A
- Zeitnitz C
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- Zemla A
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- Zenin O
- Zenonos Z
- Zenz S
- Zerwas D
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- Zhemchugov A
- Zheng S
- Zhong J
- Zhou B
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- Zhu CG
- Zhu H
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- Zhu Y
- Zhuang X
- Zhuravlov V
- Zieminska D
- Zimmermann R
- Zimmermann S
- Zimmermann S
- Zinonos Z
- Ziolkowski M
- Zitoun R
- Zivkovic L
- Zmouchko VV
- Zobernig G
- Zoccoli A
- Zolnierowski Y
- Zsenei A
- Zutshi V
- Zwalinski L
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 01/03/2013
- Field of study
The jet energy scale and its systematic uncertainty are determined for jets measured with the ATLAS detector at the LHC in proton-proton collision data at a centre-of-mass energy of âs = 7TeV corresponding to an integrated luminosity of 38 pb-1. Jets are reconstructed with the anti-kt algorithm with distance parameters R=0. 4 or R=0. 6. Jet energy and angle corrections are determined from Monte Carlo simulations to calibrate jets with transverse momenta pTâĽ20 GeV and pseudorapidities {pipe}Ρ{pipe}<4. 5. The jet energy systematic uncertainty is estimated using the single isolated hadron response measured in situ and in test-beams, exploiting the transverse momentum balance between central and forward jets in events with dijet topologies and studying systematic variations in Monte Carlo simulations. The jet energy uncertainty is less than 2. 5 % in the central calorimeter region ({pipe}Ρ{pipe}<0. 8) for jets with 60â¤pT<800 GeV, and is maximally 14 % for pT<30 GeV in the most forward region 3. 2â¤{pipe}Ρ{pipe}<4. 5. The jet energy is validated for jet transverse momenta up to 1 TeV to the level of a few percent using several in situ techniques by comparing a well-known reference such as the recoiling photon pT, the sum of the transverse momenta of tracks associated to the jet, or a system of low-pT jets recoiling against a high-pT jet. More sophisticated jet calibration schemes are presented based on calorimeter cell energy density weighting or hadronic properties of jets, aiming for an improved jet energy resolution and a reduced flavour dependence of the jet response. The systematic uncertainty of the jet energy determined from a combination of in situ techniques is consistent with the one derived from single hadron response measurements over a wide kinematic range. The nominal corrections and uncertainties are derived for isolated jets in an inclusive sample of high-pT jets. Special cases such as event topologies with close-by jets, or selections of samples with an enhanced content of jets originating from light quarks, heavy quarks or gluons are also discussed and the corresponding uncertainties are determined. Š 2013 CERN for the benefit of the ATLAS collaboration
Search for the standard model Higgs boson in the H to ZZ to 2l 2nu channel in pp collisions at sqrt(s) = 7 TeV
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- A Bredenstein
- A Bredenstein
- A Djouadi
- A Djouadi
- A Martin
- A. A. Ocampo Rios
- A. Adair
- A. Adiguzel
- A. Anastassov
- A. Apresyan
- A. Aranyi
- A. Askew
- A. Attikis
- A. Avetisyan
- A. B. Meyer
- A. Baden
- A. Barker
- A. Bean
- A. Belyaev
- A. Belyaev
- A. Benaglia
- A. Beretvas
- A. Bethani
- A. Bhatti
- A. Biselli
- A. Bocci
- A. Bodek
- A. Bonato
- A. Bornheim
- A. Branca
- A. Brinkerhoff
- A. Burgmeier
- A. C. Benvenuti
- A. C. Mignerey
- A. Cabrera
- A. Cakir
- A. Calderon
- A. Campbell
- A. Castro
- A. Chatterjee
- A. Cimmino
- A. Colaleo
- A. CustĂłdio
- A. David
- A. De Benedetti
- A. De Cosa
- A. De Roeck
- A. Deisher
- A. Delgado Peris
- A. Dermenev
- A. Dierlamm
- A. Dimitrov
- A. Dominguez
- A. Drozdetskiy
- A. Elliott-Peisert
- A. Ellithi Kamel
- A. Ershov
- A. Everett
- A. F. Barfuss
- A. F. Osorio Oliveros
- A. Fahim
- A. Falkiewicz
- A. Fanfani
- A. Ferapontov
- A. Ferrando
- A. Flossdorf
- A. Gaddi
- A. Garcia-Bellido
- A. Gaz
- A. Geiser
- A. Ghezzi
- A. Giammanco
- A. Giassi
- A. Gilbert
- A. Givernaud
- A. Godshalk
- A. Gozzelino
- A. Graziano
- A. Gribushin
- A. Gude
- A. Guneratne Bryer
- A. Gurrola
- A. Gurtu
- A. GĂźth
- A. H. Ball
- A. Harel
- A. Heikkinen
- A. Heister
- A. Hektor
- A. HervĂŠ
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- A. Hunt
- A. Ivanov
- A. J. Bell
- A. Jafari
- A. K. Mohanty
- A. K. Sanchez
- A. Kalinowski
- A. Kalogeropoulos
- A. Kamenev
- A. Kapusi
- A. Karadzhinova
- A. Kayis Topaksu
- A. Khan
- A. Kharchilava
- A. Khukhunaishvili
- A. Knutsson
- A. Kopecky
- A. Korablev
- A. Korpela
- A. Korytov
- A. Kraan
- A. Krokhotin
- A. Kropivnitskaya
- A. Kubik
- A. Kumar
- A. Kumar
- A. Kumar
- A. Kyriakis
- A. Lanaro
- A. Lanev
- A. Lath
- A. Ledovskoy
- A. Leonidov
- A. Linn
- A. Lopez
- A. Lopez Virto
- A. Lucaroni
- A. Luthra
- A. LĂŠonard
- A. M. Guler
- A. M. Rossi
- A. M. Sirunyan
- A. Marinov
- A. Markina
- A. Markou
- A. Martelli
- A. Massironi
- A. Melo
- A. Messineo
- A. Mestvirishvili
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- A. Moeller
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- A. Mohapatra
- A. Montanari
- A. Morelos Pineda
- A. Mott
- A. Mussgiller
- A. Nappi
- A. Nayak
- A. Nikitenko
- A. Nowack
- A. NĂźrnberg
- A. O. M. Iorio
- A. Oehler
- A. Olbrechts
- A. Ostapchuk
- A. Ozpineci
- A. P. R. Gay
- A. P. Singh
- A. Panagiotou
- A. Papageorgiou
- A. Pashenkov
- A. Penzo
- A. Perieanu
- A. Perloff
- A. Perrotta
- A. Peterman
- A. Petrilli
- A. Petrukhin
- A. Pfeiffer
- A. Pin
- A. Polatoz
- A. Poll
- A. Pompili
- A. Potenza
- A. Pozdnyakov
- A. Racz
- A. Radi
- A. Raspereza
- A. Raval
- A. Richards
- A. Rinkevicius
- A. Rizzi
- A. Romero
- A. Rose
- A. Rosowsky
- A. Ruiz-Jimeno
- A. Ryd
- A. S. Yoon
- A. Safonov
- A. Saha
- A. Sakharov
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- A. Santoro
- A. Savin
- A. Scheurer
- A. Schmidt
- A. Sharma
- A. Sharma
- A. Sill
- A. Singovsky
- A. Skuja
- A. Snigirev
- A. Sobol
- A. Solano
- A. Sparrow
- A. Spiridonov
- A. Stahl
- A. Staiano
- A. Starodumov
- A. Svyatkovskiy
- A. Sznajder
- A. SĂĄnchez-HernĂĄndez
- A. T. Laasanen
- A. T. Meneguzzo
- A. T. Serban
- A. Tapper
- A. Tatarinov
- A. Taurok
- A. Thea
- A. Tiko
- A. Toropin
- A. Tricomi
- A. Tropiano
- A. Tsirou
- A. Tumasyan
- A. Uzunian
- A. V. Gritsan
- A. Van Spilbeeck
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- A. Venturi
- A. Vilela Pereira
- A. Vinogradov
- A. Volkov
- A. Volodko
- A. Vorobyev
- A. Whitbeck
- A. Y. RodrĂguez-Marrero
- A. Yagil
- A. York
- A. Zabi
- A. Zarubin
- A. Zatserklyaniy
- A. Zhokin
- A. Zuranski
- A.-C. Le Bihan
- A.-M. Magnan
- An. Vorobyev
- ATLAS collaboration
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- B. Snook
- B. Stieger
- B. Tali
- B. Ujvari
- B. W. Kennedy
- B. Wittmer
- B. Wyslouch
- B. Zhu
- C Anastasiou
- C Anastasiou
- C Anastasiou
- C. A. Bernardes
- C. A. Carrillo Montoya
- C. Albajar
- C. Amsler
- C. Asawatangtrakuldee
- C. Autermann
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- C. H. Shepherd-Themistocleous
- C. Hackstein
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- C. Henderson
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- C. M. Kuo
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- C. Wissing
- C.-E. Wulz
- D Florian de
- D Florian de
- D. A. Sanders
- D. Abbaneo
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- W. Dominik
- W. Erdmann
- W. Ferguson
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- W. Funk
- W. Gabella
- W. H. Smith
- W. Haj Ahmad
- W. Hopkins
- W. J. Spalding
- W. J. Womersley
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- W. L. Prado Da Silva
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- W. Lin
- W. Lohmann
- W. Luo
- W. Lustermann
- W. Martin
- W. Reece
- W. Sakumoto
- W. Sun
- W. T. Ford
- W. To
- W. Van Doninck
- W. Waltenberger
- W. Wu
- W. Zou
- W.-S. Hou
- X. Janssen
- X. Meng
- X. Quan
- X. Shi
- X. T. Huang
- X. Wang
- Y. Assran
- Y. Bai
- Y. Ban
- Y. Chao
- Y. Chen
- Y. Cho
- Y. Choi
- Y. Eshaq
- Y. F. Liu
- Y. Fu
- Y. Gao
- Y. Gershtein
- Y. Gotra
- Y. Guo
- Y. H. Chang
- Y. H. Chang
- Y. Hsiung
- Y. Iiyama
- Y. Ivanov
- Y. J. Lei
- Y. J. Lu
- Y. K. Choi
- Y. Kim
- Y. Kubota
- Y. Kuessel
- Y. Lu
- Y. M. Tzeng
- Y. Ma
- Y. Mao
- Y. Maravin
- Y. Musienko
- Y. Onel
- Y. Pakhotin
- Y. Roh
- Y. S. Chung
- Y. Sirois
- Y. Tschudi
- Y. Tu
- Y. W. Chang
- Y. Weng
- Y. Yang
- Y. Yilmaz
- Y. Zheng
- Y.-J. Lee
- Yu. Andreev
- Z. Antunovic
- Z. C. Yang
- Z. Chen
- Z. Hatherell
- Z. Hu
- Z. J. Guo
- Z. K. Liu
- Z. L. Trocsanyi
- Z. Szillasi
- Z. Wan
- Z. Wang
- Z. Zhang
- Zero J. Kim
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 01/01/2012
- Field of study
A search for the standard model Higgs boson in the H to ZZ to 2l 2nu decay
channel, where l = e or mu, in pp collisions at a center-of-mass energy of 7
TeV is presented. The data were collected at the LHC, with the CMS detector,
and correspond to an integrated luminosity of 4.6 inverse femtobarns. No
significant excess is observed above the background expectation, and upper
limits are set on the Higgs boson production cross section. The presence of the
standard model Higgs boson with a mass in the 270-440 GeV range is excluded at
95% confidence level.Comment: Submitted to JHE
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