609 research outputs found
Biology of Amblyomma aureolatum (Pallas, 1772) (Acari: Ixodidae) on some laboratory hosts in Brazil
- Author
- Publication venue
- 'FapUNIFESP (SciELO)'
- Publication date
- Field of study
Behavior of In Situ Cross-Linked Hydrogels with Rapid Gelation Kinetics on Contact with Physiological Fluids
- Author
- Publication venue
- 'Wiley'
- Publication date
- 19/04/2018
- Field of study
Lard and/or canola oil-rich diets induce penile morphological alterations in a rat model
- Author
- Angélica Furriel
- Bell GA
- Bianca Martins Gregório
- Chiang DJ
- Coelho DF
- de Almeida AR
- Dean RC
- Esposito K
- Fabiana Araújo de Oliveira
- Ferrini MG
- Flachs P
- Francisco José Barcellos Sampaio
- Furriel A
- Gonzalez-Cadavid NF
- Hubert HB
- Jorge Luiz Medeiros Júnior
- Koca O
- La Favor JD
- Luangkhot R
- Miranda AF
- Pamella Campos Silva
- Qiu X
- Rahman NU
- Rajaram S
- Reeves PG
- Rokling-Andersen MH
- Publication venue
- 'FapUNIFESP (SciELO)'
- Publication date
- 01/01/2014
- Field of study
Impacto da implantação de um guia terapêutico para o tratamento de pneumonia nosocomial adquirida na unidade de terapia intensiva em hospital universitário
- Author
- Boque MC
- Bronchard R
- Carvalho MVCF
- Chastre J
- Claudia Maria Dantas de Maio Carrilho
- Cíntia Magalhães Carvalho Grion
- De Almeida JR
- Ewig S
- Garnacho J
- Garner JS
- Geissler A
- Grinbaum RS
- Hanberger H
- Hilker R
- Ibrahim EH
- Iregui M
- Joseani Coelho Pascual Garcia
- Kollef MH
- Leroy O
- Lucet JC
- Marik PE
- Niederman MS
- Olavo Franco Ferreira Filho
- Price J
- Rello J
- Sirvent JM
- Tablan OC
- Tanowitz HB
- Teixeira PJZ
- von Eiff C
- Publication venue
- 'FapUNIFESP (SciELO)'
- Publication date
- Field of study
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
Immature argasid ticks: diagnosis and keys for Neotropical region
- Author
- Almeida AP
- Aragão HB
- Aragão HB
- Aragão HB
- Barros-Battesti DM
- Barros-Battesti DM
- Cançado PH
- Clifford CM
- Clifford CM
- Cooley RA
- Cooley RA
- Dantas-Torres F
- De La Cruz J
- De La Cruz J
- Diniz LSM
- Endris RG
- Estrada-Peña A
- Estrada-Peña A
- Estrada-Peña A
- Flechtmann CHW
- Guglielmone AA
- Guglielmone AA
- Guglielmone AA
- Heath ACG
- Henrique-Simões M
- Hoogstraal H
- Jones EK
- Keirans JE
- Keirans JE
- Keirans JE
- Klompen JSH
- Klompen JSH
- Kohls GM
- Kohls GM
- Kohls GM
- Kohls GM
- Labruna MB
- Labruna MB
- Labruna MB
- Landulfo GA
- Landulfo GA
- Marchoux E
- Martins JR
- Martins TF
- Matheson R
- Nava S
- Nava S
- Nava S
- Nava S
- Oba MSP
- Pardi MC
- Roberts LE
- Rohr CJ
- Santos HA
- Schulze P
- Venzal JM
- Venzal JM
- Venzal JM
- Venzal JM
- Venzal JM
- Venzal JM
- Vial L
- Warburton C
- Publication venue
- 'FapUNIFESP (SciELO)'
- Publication date
- Field of study
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
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
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- Xiao H
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- 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
- Zang SL
- Zarubin A
- Zatserklyaniy A
- Zeinali M
- Zeise M
- Zeuner WD
- Zeyrek M
- Zhang J
- Zhang Z
- Zheng Y
- Zhokin A
- Zhu B
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- Zoeller MH
- Zotto P
- Zou W
- 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
- Abbaneo D
- Abbiendi G
- Abbrescia M
- Abdullin S
- Acosta D
- Acosta JG
- Acosta MV
- Adam N
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- Adiguzel A
- Adler V
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- Agram JL
- Aguilar-Benitez M
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- Ahmad WH
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- Brigliadori L
- Brigljevic V
- Broccolo G
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- Brona G
- Brooke JJ
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- Butler PH
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- Caballero IG
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- Caebergs T
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- Calderon A
- Cali IA
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- Caminada L
- Campagnari C
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- Campderros JD
- Camporesi T
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- Chang YH
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- Chang YW
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- Chao Y
- Charaf O
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- Chatterjee A
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- Chung J
- Chung YS
- Chwalek T
- Ciesielski R
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- Cihangir S
- Cimmino A
- Cirino G
- Cittolin S
- Ciulli V
- Civinini C
- Claes DR
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- Clarida W
- Clement E
- Clerbaux B
- Cline D
- CMS Collaboration
- Cockerill DJA
- Codispoti G
- Colafranceschi S
- Colaleo A
- Cole JE
- Cole P
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- Collard C
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- Conetti S
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- Cooper SI
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- Costantini S
- Coughlan JA
- Cousins R
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- Cox PT
- Creanza D
- Cremaldi LM
- Cripps N
- Cuevas J
- Cuffiani M
- Cumalat JP
- Cuplov V
- Cure B
- Cushman P
- Cussans D
- 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
- Da Silva WLP
- Dahmes B
- Dahms T
- Dallavalle GM
- Damgov J
- Damiao DD
- Dammann D
- Danielson T
- Darmenov N
- Das S
- Daskalakis G
- Dasu S
- Daubie E
- David A
- Davids M
- Davies G
- De Araujo FTD
- de Barbaro P
- De Benedetti A
- De Boer W
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- 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
Compressed representation of a partially defined integer function over multiple arguments
- Author
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- Abbiendi G
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- CMS Collaboration
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- Publication venue
- Publication date
- 01/01/2013
- Field of study
In OLAP (OnLine Analitical Processing) data are analysed in an n-dimensional cube. The cube may be represented as a partially defined function over n arguments. Considering that often the function is not defined everywhere, we ask: is there a known way of representing the function or the points in which it is defined, in a more compact manner than the trivial one
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