523 research outputs found
Stochastic Gravity: Theory and Applications
- Author
- A Albrecht
- A Ashtekar
- A Campos
- A Campos
- A Campos
- A Campos
- A Campos
- A Campos
- A Casher
- A Einstein
- A Einstein
- A Kent
- A Kent
- A Kent
- A Matacz
- A Matacz
- A Rebhan
- A Rebhan
- A Roura
- A Roura
- A Roura
- A Strominger
- A Strominger
- A Vilenkin
- AA Grib
- AA Starobinsky
- AA Starobinsky
- AD Linde
- AD Linde
- AD Linde
- AH Guth
- AH Guth
- AH Zemanian
- AO Caldeira
- AO Caldeira
- AP Almeida de
- BK Berger
- BK Berger
- BK Berger
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BP Jensen
- BP Jensen
- BS DeWitt
- BS DeWitt
- BS DeWitt
- C Barceló
- C Barrabès
- C Barrabès
- C Beetle
- C Eling
- C Greiner
- C Kiefer
- C Kuo
- C Maia
- C-H Wu
- C-H Wu
- CFE Holzhey
- CG Callan Jr
- CJ Isham
- CJ Isham
- CJ Isham
- CJ Isham
- CP Herzog
- CW Misner
- CW Misner
- D Boyanovsky
- D Giulini
- D Hochberg
- D Hochberg
- D Kabat
- D Marolf
- D Oriti
- D-S Lee
- DA Lowe
- DJ Gross
- DM Capper
- DN Page
- DN Page
- DN Page
- DN Page
- DS Jones
- DW Sciama
- DW Sciama
- E Calzetta
- E Calzetta
- E Elizalde
- E Joos
- E Lifshitz
- E Mottola
- E Tomboulis
- E Witten
- EA Calzetta
- EA Calzetta
- EA Calzetta
- EA Calzetta
- EA Calzetta
- EA Calzetta
- EA Calzetta
- EA Calzetta
- EA Calzetta
- EA Calzetta
- EA Calzetta
- EA Calzetta
- EA Calzetta
- EA Calzetta
- EA Calzetta
- EA Calzetta
- EB Davies
- EM Lifshitz
- EO Kahya
- EW Kolb
- F Cooper
- F Dowker
- F Dowker
- F Wilczek
- FC Lombardo
- FC Lombardo
- FC Lombardo
- FT Brandt
- G Cognola
- GE Volovik
- GF Smoot
- GT Horowitz
- GT Horowitz
- GT Horowitz
- GT Horowitz
- GT Horowitz
- GT Horowitz
- GT Horowitz
- GW Gibbons
- GW Gibbons
- H Grabert
- H Nicolai
- H Nyquist
- H Osborn
- H-w Yu
- H-w Yu
- HA Weldon
- HB Callen
- HB Callen
- HF Dowker
- J Borgman
- J Borgman
- J Borgman
- J Cespedes
- J Garriga
- J Polchinski
- J Preskil
- J Twamley
- J Weber
- JA Frieman
- JA Smolin
- JB Hartle
- JB Hartle
- JB Hartle
- JB Hartle
- JB Hartle
- JB Hartle
- JB Hartle
- JB Hartle
- JC Niemeyer
- JD Bekenstein
- JD Bekenstein
- JD Bekenstein
- JD Bekenstein
- JF Donoghue
- JF Donoghue
- JF Donoghue
- JF Donoghue
- JG Russo
- JG Russo
- JJ Halliwell
- JJ Halliwell
- JJ Halliwell
- JJ Halliwell
- JM Bardeen
- JM Bardeen
- JM Bardeen
- JM Maldacena
- JM Maldacena
- JP Paz
- JP Paz
- JP Paz
- JP Paz
- JR Anglin
- JS Schwinger
- JT Whelan
- JW York Jr
- JW York Jr
- JW York Jr
- JW York Jr
- JZ Simon
- JZ Simon
- K Chou
- K Kirsten
- K Lindenberg
- K Shiokawa
- KW Howard
- KW Howard
- L Parker
- L Parker
- L Parker
- L Schwartz
- L Susskind
- LD Landau
- LH Ford
- LH Ford
- LH Ford
- LH Ford
- LH Ford
- LJ Garay
- LJ Garay
- LJ Garay
- LP Grishchuk
- LV Keldysh
- M Gell-Mann
- M Gell-Mann
- M Gleiser
- M Morikawa
- M Yamaguchi
- MA Levin
- MJ Duff
- MR Brown
- MR Brown
- MV Fischetti
- N Seiberg
- ND Birrell
- NG Phillips
- NG Phillips
- NG Phillips
- NG Phillips
- P Candelas
- P Candelas
- P Hájíček
- PJE Peebles
- PM Bakshi
- PO Mazur
- PR Anderson
- PR Anderson
- PR Anderson
- PR Anderson
- PR Anderson
- PR Anderson
- PR Anderson
- PR Johnson
- R Balbinot
- R Camporesi
- R Kubo
- R Kubo
- R Kubo
- R Martín
- R Martín
- R Martín
- R Martín
- R Omnès
- R Omnès
- R Omnès
- R Omnès
- R Omnès
- R Omnès
- R Parentani
- R Parentani
- R Parentani
- R Parentani
- R Schützhold
- R Schützhold
- RB Griffiths
- RD Jordan
- RD Jordan
- RD Sorkin
- RD Sorkin
- RD Sorkin
- RD Sorkin
- RM Wald
- RM Wald
- RM Wald
- RM Wald
- RM Wald
- RM Wald
- RM Wald
- RP Feynman
- RP Feynman
- RU Sexl
- S Bernadotte
- S Carlip
- S Carlip
- S Deser
- S Massar
- S Massar
- S Randjbar-Daemi
- S Randjbar-Daemi
- S Sinha
- S Sinha
- S Weinberg
- S Weinberg
- S Weinberg
- S Weinberg
- SA Fulling
- SA Ramsey
- SB Giddings
- SL Adler
- SL Braunstein
- SM Christensen
- SM Christensen
- SP Trivedi
- SW Hawking
- SW Hawking
- SW Hawking
- SW Hawking
- SW Hawking
- SW Hawking
- SW Hawking
- SW Hawking
- SW Hawking
- T Jacobson
- T Padmanabhan
- T Padmanabhan
- TA Brun
- TA Jacobson
- TA Jacobson
- TS Bunch
- U Weiss
- V Mukhanov
- VA Belinskii
- VA Belinskii
- VF Mukhanov
- VN Lukash
- VP Frolov
- VP Frolov
- VP Frolov
- W Bernard
- W Israel
- W Tichy
- W-M Suen
- W-M Suen
- WA Christiansen
- WA Hiscock
- WG Unruh
- WG Unruh
- WH Zurek
- WH Zurek
- WH Zurek
- WH Zurek
- WH Zurek
- X-G Wen
- X-G Wen
- Y Décanini
- YB Zel’dovich
- YB Zel’dovich
- YJ Ng
- Z Su
- ÉÉ Flanagan
- Publication venue
- 'Living Reviews'
- Publication date
- 05/02/2008
- Field of study
Whereas semiclassical gravity is based on the semiclassical Einstein equation
with sources given by the expectation value of the stress-energy tensor of
quantum fields, stochastic semiclassical gravity is based on the
Einstein-Langevin equation, which has in addition sources due to the noise
kernel. In the first part, we describe the fundamentals of this new theory via
two approaches: the axiomatic and the functional. In the second part, we
describe three applications of stochastic gravity theory. First, we consider
metric perturbations in a Minkowski spacetime, compute the two-point
correlation functions of these perturbations and prove that Minkowski spacetime
is a stable solution of semiclassical gravity. Second, we discuss structure
formation from the stochastic gravity viewpoint. Third, we discuss the
backreaction of Hawking radiation in the gravitational background of a black
hole and describe the metric fluctuations near the event horizon of an
evaporating black holeComment: 100 pages, no figures; an update of the 2003 review in Living Reviews
in Relativity gr-qc/0307032 ; it includes new sections on the Validity of
Semiclassical Gravity, the Stability of Minkowski Spacetime, and the Metric
Fluctuations of an Evaporating Black Hol
Stochastic Gravity: Theory and Applications
- Author
- A Albrecht
- A Campos
- A Campos
- A Campos
- A Campos
- A Campos
- A Campos
- A Casher
- A Einstein
- A Einstein
- A Kent
- A Kent
- A Kent
- A Matacz
- A Matacz
- A Rebhan
- A Rebhan
- A Roura
- A Roura
- A Roura
- A Roura
- A Roura
- A Strominger
- A Vilenkin
- AA Grib
- AA Starobinsky
- AA Starobinsky
- AD Linde
- AD Linde
- AD Linde
- AH Guth
- AH Zemanian
- AO Caldeira
- AO Caldeira
- AP Almeida de
- B Berger
- B Berger
- B Berger
- B Jensen
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BL Hu
- BP Jensen
- BS DeWitt
- BS DeWitt
- BS DeWitt
- C Barrabès
- C Barrabès
- C Greiner
- C Kiefer
- C Kuo
- C-H Wu
- C-H Wu
- CJ Isham
- CJ Isham
- CJ Isham
- CJ Isham
- CW Misner
- CW Misner
- D Boyanovsky
- D Giulini
- D Hochberg
- D Hochberg
- D Kabat
- D-S Lee
- DJ Gross
- DM Capper
- DM Page
- DN Page
- DS Jones
- DW Sciama
- E Calzetta
- E Calzetta
- E Calzetta
- E Calzetta
- E Calzetta
- E Calzetta
- E Calzetta
- E Calzetta
- E Calzetta
- E Calzetta
- E Calzetta
- E Calzetta
- E Calzetta
- E Calzetta
- E Calzetta
- E Elizalde
- E Joos
- E Mottola
- E Tomboulis
- EA Calzetta
- EA Calzetta
- EB Davies
- EW Kolb
- F Cooper
- F Dowker
- F Dowker
- F Lombardo
- FC Lombardo
- Flanagan
- FT Brandt
- G Cognola
- GF Smoot
- GT Horowitz
- GT Horowitz
- GT Horowitz
- GT Horowitz
- GT Horowitz
- GT Horowitz
- GT Horowitz
- GW Gibbons
- GW Gibbons
- H Grabert
- H Nyquist
- H Osborn
- HA Weldon
- HB Callen
- HB Callen
- HF Dowker
- J Cespedes
- J Donoghue
- J Garriga
- J S Schwinger
- J Twamley
- J Weber
- JA Frieman
- JB Hartle
- JB Hartle
- JB Hartle
- JB Hartle
- JB Hartle
- JB Hartle
- JB Hartle
- JC Niemeyer
- JD Bekenstein
- JD Bekenstein
- JD Bekenstein
- JF Donoghue
- JF Donoghue
- JF Donoghue
- JJ Halliwell
- JJ Halliwell
- JJ Halliwell
- JJ Halliwell
- JM Bardeen
- JM Bardeen
- JM Maldacena
- JM Maldacena
- JP Paz
- JP Paz
- JP Paz
- JP Paz
- JT Whelan
- JW York Jr.
- JW York Jr.
- JW York Jr.
- JZ Simon
- K Chou
- K Kirsten
- K Lindenberg
- K Shiokawa
- KW Howard
- KW Howard
- L Landau
- L Parker
- L Parker
- L Schwartz
- L Susskind
- L V Keldysh
- LH Ford
- LH Ford
- LH Ford
- LH Ford
- LJ Garay
- LJ Garay
- LJ Garay
- LP Grishchuk
- M Gell-Mann
- M Gell-Mann
- M Gleiser
- M Morikawa
- M Yamaguchi
- MJ Duff
- MR Brown
- MR Brown
- MV Fischetti
- ND Birrell
- NG Phillips
- NG Phillips
- NG Phillips
- NG Phillips
- NG Phillips
- P Anderson
- P Candelas
- P Hajicek
- PM Bakshi
- PR Anderson
- PR Anderson
- PR Anderson
- PR Anderson
- PR Anderson
- PR Anderson
- PR Anderson
- PR Johnson
- R Camporesi
- R Kubo
- R Kubo
- R Kubo
- R Martín
- R Martín
- R Martín
- R Martín
- R Omnes
- R Omnes
- R Omnes
- R Omnes
- R Omnes
- R Omnes
- R Parentani
- R Parentani
- R Sorkin
- RB Griffiths
- RD Jordan
- RD Jordan
- RD Sorkin
- RD Sorkin
- RM Wald
- RM Wald
- RM Wald
- RM Wald
- RM Wald
- RM Wald
- RM Wald
- RP Feynman
- RP Feynman
- RU Sexl
- S Carlip
- S Carlip
- S Deser
- S Massar
- S Massar
- S Randjbar-Daemi
- S Randjbar-Daemi
- S Sinha
- S Sinha
- S Weinberg
- SA Fulling
- SA Ramsey
- SL Adler
- SM Christensen
- SM Christensen
- SW Hawking
- SW Hawking
- SW Hawking
- SW Hawking
- T Jacobson
- T Padmanabhan
- T Padmanabhan
- TA Brun
- TS Bunch
- U Weiss
- VA Belinsky
- VA Belinsky
- VF Mukhanov
- VN Lukash
- VP Frolov
- VP Frolov
- VP Frolov
- W Bernard
- W Israel
- W Tichy
- W-M Suen
- W-M Suen
- WA Hiscock
- WG Unruh
- WH Zurek
- WH Zurek
- WH Zurek
- WH Zurek
- WH Zurek
- YaB Zel’dovich
- YaB Zel’dovich
- Z Su
- Publication venue
- 'Living Reviews'
- Publication date
- 08/07/2003
- Field of study
Whereas semiclassical gravity is based on the semiclassical Einstein equation
with sources given by the expectation value of the stress-energy tensor of
quantum fields, stochastic semiclassical gravity is based on the
Einstein-Langevin equation, which has in addition sources due to the noise
kernel.In the first part, we describe the fundamentals of this new theory via
two approaches: the axiomatic and the functional. In the second part, we
describe three applications of stochastic gravity theory. First, we consider
metric perturbations in a Minkowski spacetime: we compute the two-point
correlation functions for the linearized Einstein tensor and for the metric
perturbations. Second, we discuss structure formation from the stochastic
gravity viewpoint. Third, we discuss the backreaction of Hawking radiation in
the gravitational background of a quasi-static black hole.Comment: 75 pages, no figures, submitted to Living Reviews in Relativit
Search for new phenomena in final states with an energetic jet and large missing transverse momentum in pp collisions at √ s = 8 TeV with the ATLAS detector
- Author
- Aad G
- Abbott B
- Abbott DC
- Abeling K
- Abhayasinghe DK
- Abidi SH
- AbouZeid OS
- Abraham NL
- Abramowicz H
- Abreu H
- Abud AA
- Abulaiti Y
- Acharya BS
- Achkar B
- Adachi S
- Adam L
- Adamczyk L
- Adamek L
- Adelman J
- Adersberger M
- Adiguzel A
- Adorni S
- Adye T
- Affolder AA
- Afik Y
- Agapopoulou C
- Agaras MN
- Aggarwal A
- Agheorghiesei C
- Aguilar-Saavedra JA
- Ahmadov F
- Ahmed WS
- Ai X
- Aielli G
- Akatsuka S
- Akesson TPA
- Akilli E
- Akimov A
- Al Khoury K
- Alberghi GL
- Albert J
- Alderweireldt S
- Aleksa M
- Aleksandrov IN
- Alexa C
- Alexopoulos T
- Alfonsi A
- Alfonsi F
- Alhroob M
- Ali B
- Aliev M
- Alimonti G
- Allaire C
- Allbrooke BMM
- Allen BW
- Allport PP
- Aloisio A
- Alonso F
- Alpigiani C
- Alshehri AA
- Alvarez Estevez M
- Alviggi MG
- Amaral Coutinho Y
- Ambler A
- Ambroz L
- Amelung C
- Amidei D
- Amor Dos Santos SP
- Amoroso S
- Amrouche CS
- An F
- Anastopoulos C
- Andari N
- Andeen T
- Anders CF
- Anders JK
- Andreazza A
- Andrei V
- Anelli CR
- Angelidakis S
- Angerami A
- Anisenkov A
- Annovi A
- Antel C
- Anthony MT
- Antipov E
- Antonelli M
- Antrim DJA
- Anulli F
- Aoki M
- Aparisi Pozo JA
- Araque JP
- Araujo Ferraz V
- Araujo Pereira R
- Araya ST
- Arcangeletti C
- Arce ATH
- Arduh FA
- Arguin J-F
- Argyropoulos S
- Arling J-H
- Armbruster AJ
- Armstrong A
- Arnaez O
- Arnold H
- Artoni G
- Artz S
- Asai S
- Asawatavonvanich T
- Asbah N
- Asimakopoulou EM
- Asquith L
- Assahsah J
- Assamagan K
- Astalos R
- Astigarraga MEP
- Atkin RJ
- Atkinson M
- Atlay NB
- Atmani H
- Augsten K
- Avolio G
- Ayoub MK
- Azuelos G
- Bachacou H
- Bachas K
- Backes M
- Backman F
- Bagnaia P
- Bahmani M
- Bahrasemani H
- Bailey AJ
- Bailey VR
- Baines JT
- Bakalis C
- Baker OK
- Bakker PJ
- Balaji S
- Baldin EM
- Balek P
- Balli F
- Balunas WK
- Balz J
- Banas E
- Bandyopadhyay A
- Banerjee S
- Bannoura AAE
- Barak L
- Barbe WM
- Barberio EL
- Barberis D
- Barbero M
- Barbour G
- Barillari T
- Barisits M-S
- Barkeloo J
- Barklow T
- Barnea R
- Barnett BM
- Barnett RM
- Barnovska-Blenessy Z
- Baroncelli A
- Barone G
- Barr AJ
- Barreiro F
- Barsov S
- Bartoldus R
- Bartolini G
- Barton AE
- Bartos P
- Basalaev A
- Basan A
- Bassalat A
- Basso MJ
- Bates RL
- Batlamous S
- Batley JR
- Batool B
- Battaglia M
- Bauce M
- Bauer F
- Bauer KT
- Bawa HS
- Beacham JB
- Beau T
- Beauchemin PH
- Becherer F
- Bechtle P
- Beck HC
- Beck HP
- Becker K
- Becot C
- Beddall A
- Beddall AJ
- Bednyakov VA
- Bedognetti M
- Beermann TA
- Begalli M
- Begel M
- Behera A
- Behr JK
- Beisiegel F
- Bell AS
- Bella G
- Bella LA
- Bellagamba L
- Bellerive A
- Bellos P
- Beloborodov K
- Belotskiy K
- Belyaev NL
- Benchekroun D
- Benekos N
- Benhammou Y
- Benjamin DP
- Benoit M
- Bensinger JR
- Bentvelsen S
- Beresford L
- Beretta M
- Berge D
- Berger N
- Bergmann B
- Bergsten LJ
- Beringer J
- Berlendis S
- Berlingen JM
- Bernardi G
- Bernius C
- Bernlochner FU
- Berry T
- Berta P
- Bertella C
- Bertram IA
- Besson N
- Bethani A
- Bethke S
- Betti A
- Bevan AJ
- Beyer J
- Bhattacharya DS
- Bhattarai P
- Bi R
- Bianchi RM
- Biebel O
- Biedermann D
- Bielski R
- Bierwagen K
- Biesuz N
- Biglietti M
- Billoud TR
- Bindi M
- Bingul A
- Bini C
- Biondi S
- Birman M
- Bisanz T
- Biswal JP
- Biswas D
- Bitadze A
- Bittrich C
- Bjorke K
- Blazek T
- Bloch I
- Blocker C
- Blue A
- Blumenschein U
- Bobbink GJ
- Bobrovnikov VS
- Bocchetta SS
- Bocci A
- Boeriu OEV
- Boerner D
- Bogavac D
- Bogdanchikov AG
- Bohm C
- Boisvert V
- Bokan P
- Bold T
- Bolz AE
- Bomben M
- Bona M
- Bonilla JS
- Boonekamp M
- Booth CD
- Borecka-Bielska HM
- Borgna LS
- Borisov A
- Borissov G
- Bortfeldt J
- Bortoletto D
- Boscherini D
- Bosman M
- Bostanabad MG
- Bouaouda K
- Boudreau J
- Bouhova-Thacker E
- Boumediene D
- Bourdarios CA
- Boutle SK
- Boveia A
- Boyd J
- Boye D
- Boyko IR
- Bozson AJ
- Bracinik J
- Brahimi N
- Brandt G
- Brandt O
- Braren F
- Brau B
- Brau JE
- Brendlinger K
- Brenner L
- Brenner R
- Bressler S
- Bret MC
- Brickwedde B
- Briglin DL
- Britton D
- Britzger D
- Brock I
- Brock R
- Brooijmans G
- Brooks WK
- Brost E
- Broughton JH
- Bruncko D
- Bruni A
- Bruni G
- Bruni LS
- Bruno S
- Bruschi M
- Bruscino N
- Bryant P
- Bryngemark L
- Buanes T
- Buat Q
- Buchholz P
- Buckley AG
- Budagov IA
- Buehrer F
- Buescher V
- Bugge MK
- Bulekov O
- Burch TJ
- Burdin S
- Burgard CD
- Burger AM
- Burghgrave B
- Burr JTP
- Burton CD
- Burzynski JC
- Buschmann E
- Bussey PJ
- Butler JM
- Buttar CM
- Butterworth JM
- Butti P
- Buttinger W
- Buzatu A
- Buzykaev AR
- Bylund OB
- Cabras G
- Cabrera Urban S
- Caforio D
- Cai H
- Cairo VMM
- Cakir IT
- Cakir O
- Calace N
- Calafiura P
- Calandri A
- Calderini G
- Calfayan P
- Callea G
- Caloba LP
- Caltabiano A
- Calvente Lopez S
- Calvet D
- Calvet S
- Calvet TP
- Calvetti M
- Camarda S
- Camarero Munoz D
- Camarri P
- Camelia EA
- Cameron D
- Camincher C
- Campana S
- Campanelli M
- Camplani A
- Campoverde A
- Canale V
- Canesse A
- Cantero J
- Cao T
- Cao Y
- Capua M
- Cardarelli R
- Cardillo F
- Carducci G
- Carli I
- Carli T
- Carlino G
- Carlson BT
- Carminati L
- Carney RMD
- Caron S
- Carquin E
- Carra S
- Carter JWS
- Casado MP
- Casha AF
- Casper DW
- Castelijn R
- Castillo Garcia L
- Castillo Gimenez V
- Castillo FL
- Castillo LRF
- Castro NF
- Catinaccio A
- Catmore JR
- Cattai A
- Cavaliere V
- Cavallaro E
- Cavalli-Sforza M
- Cavasinni V
- Celebi E
- Cerda Alberich L
- Cerny K
- Cerqueira AS
- Cerri A
- Cerrito L
- Cerutti F
- Cervelli A
- Cetin SA
- Chadi Z
- Chakraborty D
- Chan J
- Chan WS
- Chan WY
- Chapman JD
- Chargeishvili B
- Charlton DG
- Charman TP
- Chau CC
- Che S
- Chekanov S
- Chekulaev S
- Chelkov GA
- Chen B
- Chen C
- Chen CH
- Chen H
- Chen J
- Chen S
- Chen SJ
- Chen X
- Chen Y-H
- Cheng HC
- Cheng HJ
- Cheplakov A
- Cheremushkina E
- Cheu E
- Cheung K
- Chevalerias TJA
- Chevalier L
- Chiarella V
- Chiarelli G
- Chiodini G
- Chisholm AS
- Chitan A
- Chiu I
- Chiu YH
- Chizhov M
- Choi K
- Chomont AR
- Chouridou S
- Chow YS
- Chu MC
- Chu X
- Chudoba J
- Chwastowski JJ
- Chytka L
- Cieri D
- Ciesla KM
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- Zwalinski L
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 01/01/2015
- Field of study
Results of a search for new phenomena in final states with an energetic jet and large missing transverse momentum are reported. The search uses 20.3 fb−1 of √ s = 8 TeV data collected in 2012 with the ATLAS detector at the LHC. Events are required to have at least one jet with pT > 120 GeV and no leptons. Nine signal regions are considered with increasing missing transverse momentum requirements between Emiss T > 150 GeV and Emiss T > 700 GeV. Good agreement is observed between the number of events in data and Standard Model expectations. The results are translated into exclusion limits on models with either large extra spatial dimensions, pair production of weakly interacting dark matter candidates, or production of very light gravitinos in a gauge-mediated supersymmetric model. In addition, limits on the production of an invisibly decaying Higgs-like boson leading to similar topologies in the final state are presente
Dopamine D4 Receptor Gene Associated with Fairness Preference in Ultimatum Game
- Author
- A Caspi
- A Caspi
- A Dreber
- A Knafo
- A Rivera
- AG Sanfey
- AN Kluger
- AS Yang
- B Kim
- B Kirkpatrick
- B Van den Bergh
- B Van den Bergh
- B Wallace
- BE Roe
- BR Mueller
- C Camerer
- C Camerer
- C Eckel
- C Eisenegger
- C Gicquel
- C Reist
- C Shao
- CC Eckel
- CIG Vogel
- CM Kuhnen
- D Cesarini
- D Kahneman
- D Knoch
- DD Zhang
- DD Zhang
- DT Eisenberg
- DTA Eisenberg
- DTA Eisenberg
- DTA Eisenberg
- E Hoffman
- E Jordaan
- E Wang
- EB Bookman
- FJ McClernon
- G Seeger
- Henry Harpending
- HHM Van Tol
- Hong Xue
- I Perez de Castro
- IC Weaver
- IC Weaver
- Idan Shalev
- IZB Zion
- J Chotai
- J Henrich
- J Jakobsdottir
- J Knight
- J Moll
- JD Turner
- JI Kang
- JJ Pfaff
- K Riala
- K Van Craenenbroeck
- L Keltikangas-Jarvinen
- L van Hanswijck de Jongea
- LG Crisan
- M Laucht
- M Lucock
- M Tochigi
- MA Kazmi
- MJ Bakermans-Kranenburg
- MJ Crockett
- MR Munaf
- MR Munafò
- N Risch
- N Zethraeus
- O Schoots
- P Jongbloet
- P Shaw
- PJ Richerson
- PJ Zak
- PO McGowan
- PO McGowan
- PW Laird
- PWL Leung
- R Bachner-Melman
- R Boyd
- R Davidson
- R Godoy
- R Godoy
- R McDermott
- R Uher
- Richard P. Ebstein
- RP Ebstein
- RP Ebstein
- S Israel
- S Kamakura
- S Lutchmaya
- S Zhong
- S Zhong
- Salomon Israel
- SJ Solnick
- Songfa Zhong
- Soo Hong Chew
- SV Faraone
- SV Faraone
- TC Burnham
- TC Burnham
- TF Oberlander
- V Asghari
- V Asghari
- V Jovanovic
- VL Smith
- W Guth
- WT Harbaugh
- YC Ding
- Publication venue
- Public Library of Science
- Publication date
- 01/01/2010
- Field of study
In experimental economics, the preference for reciprocal fairness has been observed in the controlled and incentivized laboratory setting of the ultimatum game, in which two individuals decide on how to divide a sum of money, with one proposing the share while the second deciding whether to accept. Should the proposal be accepted, the amount is divided accordingly. Otherwise, both would receive no money. A recent twin study has shown that fairness preference inferred from responder behavior is heritable, yet its neurogenetic basis remains unknown. The D4 receptor (DRD4) exon3 is a well-characterized functional polymorphism, which is known to be associated with attention deficit hyperactivity disorder and personality traits including novelty seeking and self-report altruism. Applying a neurogenetic approach, we find that DRD4 is significantly associated with fairness preference. Additionally, the interaction among this gene, season of birth, and gender is highly significant. This is the first result to link preference for reciprocal fairness to a specific gene and suggests that gene × environment interactions contribute to economic decision making
Observation of a resonant structure near the Ds+Ds− threshold in the B+→Ds+Ds−K+ decay
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- Aaij R
- Abdelmotteleb ASW
- Abellan Beteta C
- Abudinén F
- Ackernley T
- Adeva B
- Adinolfi M
- Afsharnia H
- Agapopoulou C
- Aidala CA
- Aiola S
- Ajaltouni Z
- Akar S
- Akiba K
- 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
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- Back JJ
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- Baryshnikov F
- Basels JM
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- Publication venue
- Publication date
- 26/10/2022
- Field of study
An amplitude analysis of the B+→Ds+Ds−K+ decay is carried out to
study for the first time its intermediate resonant contributions, using
proton-proton collision data collected with the LHCb detector at centre-of-mass
energies of 7, 8 and 13 TeV. A near-threshold peaking structure, referred to as
X(3960), is observed in the Ds+Ds− invariant-mass spectrum with
significance greater than 12 standard deviations. The mass, width and the
quantum numbers of the structure are measured to be 3956±5±10 MeV,
43±13±8 MeV and JPC=0++, respectively, where the first
uncertainties are statistical and the second systematic. The properties of the
new structure are consistent with recent theoretical predictions for a state
composed of ccˉssˉ quarks. Evidence for an additional structure is
found around 4140 MeV in the Ds+Ds− invariant mass, which might be
caused either by a new resonance with the 0++ assignment or by a J/ψϕ↔Ds+Ds− coupled-channel effect.Comment: All figures and tables, along with any supplementary material and
additional information, are available at
https://cern.ch/lhcbproject/Publications/p/LHCb-PAPER-2022-018.html (LHCb
public pages
Test of lepton universality in b→sℓ+ℓ− decays
- 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
- Bifani S
- Billoir P
- Biolchini A
- Birch M
- Bishop FCR
- Bitadze A
- Bizzeti A
- Blago MP
- Blake T
- Blanc F
- Blank JE
- Blusk S
- Bobulska D
- Boelhauve JA
- Boente Garcia O
- Boettcher T
- Boldyrev A
- Bolognani CS
- Bolzonella R
- Bondar N
- Borgato F
- Borghi S
- Borsato M
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- Bowcock TJV
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- Bradley MJ
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- Brea Rodriguez A
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- Brossa Gonzalo A
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- 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
- Calladine R
- Calvi M
- Calvo Gomez M
- Campana P
- Campora Perez DH
- Campoverde Quezada AF
- Capelli S
- Capriotti L
- Carbone A
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- Cavallero G
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- Chadwick AJ
- Chahrour I
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- Charpentier Ph
- Chavez Barajas CA
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- Leverington B
- LHCb Collaboration
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- Westhenry BDC
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- Whitehead M
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- Wilkinson G
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- Williams I
- Williams M
- Williams MRJ
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- Wislicki W
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- Wong CP
- Wormser G
- Wotton SA
- Wu H
- Wu J
- Wyllie K
- Xiang Z
- Xie Y
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- Xu L
- Xu M
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- Xu Z
- Yang D
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- Yang Z
- Yeomans LE
- Yeroshenko V
- Yeung H
- Yin H
- Yu J
- Yuan X
- Zaffaroni E
- Zavertyaev M
- Zdybal M
- Zeng M
- Zhang C
- Zhang D
- Zhang L
- Zhang S
- Zhang S
- Zhang Y
- Zhang Y
- Zhao Y
- Zharkova A
- Zhelezov A
- Zheng Y
- Zhou T
- Zhou X
- Zhou Y
- Zhovkovska V
- Zhu X
- Zhu X
- Zhu Z
- Zhukov V
- Zou Q
- Zucchelli S
- Zuliani D
- Zunica G
- Publication venue
- Publication date
- 18/12/2022
- Field of study
The first simultaneous test of muon-electron universality using
B+→K+ℓ+ℓ− and B0→K∗0ℓ+ℓ− decays is performed, in two ranges of the dilepton
invariant-mass squared, q2. The analysis uses beauty mesons produced in
proton-proton collisions collected with the LHCb detector between 2011 and
2018, corresponding to an integrated luminosity of 9 fb−1. Each
of the four lepton universality measurements reported is either the first in
the given q2 interval or supersedes previous LHCb measurements. The
results are compatible with the predictions of the Standard Model.Comment: All figures and tables, along with any supplementary material and
additional information, are available at
https://cern.ch/lhcbproject/Publications/p/LHCb-PAPER-2022-046.html (LHCb
public pages
Observation of Two New Excited Ξb0 States Decaying to Λb0 K-π+
- 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
- Batsukh B
- Battig A
- Bay A
- Beck A
- Becker M
- Bedeschi F
- Bediaga I
- Beiter A
- Belavin V
- Belin S
- Bellee V
- Belous K
- Belov I
- Belyaev I
- Ben-Haim E
- Bencivenni G
- Benito CM
- Berezhnoy A
- Bernet R
- Berninghoff D
- Bernstein HC
- Bertella C
- Bertolin A
- Betancourt C
- Beteta CA
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- Yin H
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- Zavertyaev M
- Zdybal M
- Zenaiev O
- Zeng M
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- Zheng Y
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- Zhovkovska V
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- Zonneveld JB
- Zou Q
- Zucchelli S
- Zuliani D
- Zunica G
- Publication venue
- 'American Physical Society (APS)'
- Publication date
- 01/01/2022
- Field of study
Two narrow resonant states are observed in the Λb0K-π+ 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 Λb0K-π+ system indicates that these are excited Ξb0 baryons. The masses of the Ξb(6327)0 and Ξb(6333)0 states are m[Ξb(6327)0]=6327.28-0.21+0.23±0.12±0.24 and m[Ξb(6333)0]=6332.69-0.18+0.17±0.03±0.22 MeV, respectively, with a mass splitting of Δm=5.41-0.27+0.26±0.12 MeV, where the uncertainties are statistical, systematic, and due to the Λb0 mass measurement. The measured natural widths of these states are consistent with zero, with upper limits of Γ[Ξb(6327)0]<2.20(2.56) and Γ[Ξb(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 Ξb0 resonances
Measurement of the Λb0→Λ(1520)μ+μ− differential branching fraction
- Author
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- Corredoira I
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- Craik DC
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- Currie R
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- d'Argent P
- Da Silva CL
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- Delaney B
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- Denysenko V
- Deschamps O
- Dettori F
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- Publication venue
- Publication date
- 01/01/2023
- Field of study
The branching fraction of the rare decay Λb0→Λ(1520)μ+μ− is measured for the first time, in the squared dimuon mass
intervals, q2, excluding the J/ψ and ψ(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
Measurement of single top-quark production in association with a W boson in the single-lepton channel at \sqrt{s} = 8\,\text {TeV} with the ATLAS detector
- Author
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- Wosiek BK
- Wraight K
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- Wyatt TR
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- Xella S
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- Xu D
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- Yildiz HD
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- Zaitsev AM
- Zakareishvili T
- Zakharchuk N
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- Zaripovas DR
- Zeissner S
- Zeitnitz C
- Zemaityte G
- Zeng JC
- Zenin O
- Zenis T
- Zerwas D
- Zhang B
- Zhang DF
- Zhang G
- Zhang H
- Zhang J
- Zhang L
- Zhang L
- Zhang M
- Zhang R
- Zhang X
- Zhang Y
- Zhang Z
- Zhang Z
- Zhao P
- Zhao Y
- Zhao Z
- Zhemchugov A
- Zheng Z
- Zhong D
- Zhou B
- Zhou C
- Zhou M
- Zhou MS
- Zhou N
- Zhou Y
- Zhu C
- Zhu CG
- Zhu H
- Zhu HL
- Zhu J
- Zhu Y
- Zhuang X
- Zhukov K
- Zhulanov V
- Zieminska D
- Zimine N
- Zimmermann S
- Zinonos Z
- Ziolkowski M
- Zobernig G
- Zoccoli A
- Zoch K
- Zorbas TG
- Zou R
- Zu Theenhausen HM
- Zwalinski L
- Publication venue
- 'Springer Fachmedien Wiesbaden GmbH'
- Publication date
- 01/01/2021
- Field of study
The production cross-section of a top quark in association with a W boson is measured using proton–proton collisions at \sqrt{s} = 8\,\text {TeV}. The dataset corresponds to an integrated luminosity of 20.2\,\text {fb}^{-1}, and was collected in 2012 by the ATLAS detector at the Large Hadron Collider at CERN. The analysis is performed in the single-lepton channel. Events are selected by requiring one isolated lepton (electron or muon) and at least three jets. A neural network is trained to separate the tW signal from the dominant t{\bar{t}} background. The cross-section is extracted from a binned profile maximum-likelihood fit to a two-dimensional discriminant built from the neural-network output and the invariant mass of the hadronically decaying W boson. The measured cross-section is \sigma _{tW} = 26 \pm 7\,\text {pb}, in good agreement with the Standard Model expectation
Measurements of Higgs bosons decaying to bottom quarks from vector boson fusion production with the ATLAS experiment at √=13TeV
- Author
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- Öncel ÖO
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- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 23/06/2021
- Field of study
The paper presents a measurement of the Standard Model Higgs Boson decaying to b-quark pairs in the vector boson fusion (VBF) production mode. A sample corresponding to 126 fb−1 of s√=13TeV proton–proton collision data, collected with the ATLAS experiment at the Large Hadron Collider, is analyzed utilizing an adversarial neural network for event classification. The signal strength, defined as the ratio of the measured signal yield to that predicted by the Standard Model for VBF Higgs production, is measured to be 0.95+0.38−0.36 , corresponding to an observed (expected) significance of 2.6 (2.8) standard deviations from the background only hypothesis. The results are additionally combined with an analysis of Higgs bosons decaying to b-quarks, produced via VBF in association with a photon
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