186 research outputs found
Robust optimization in HTS cable based on DEPSO and design for six sigma
- Publication venue
- 'Institute of Electrical and Electronics Engineers (IEEE)'
- Publication date
- 30/12/2008
- Field of study
The non-uniform AC current distribution among the multi-layer conductors in a high-temperature superconducting (HTS) cable reduces the current capacity and increases the AC loss. In this paper, Particle swarm optimization coupled with differential evolution operator (DEPSO) has been applied in structural optimization of HTS cables. While the existence of fluctuation in design variables or operation conditions has a great influence on the cable quality, in order to eliminate the effects of parameter perturbations in design and improve the design efficiency, a robust design method based on design for six sigma (DFSS) is applied in this paper. The optimization solutions show that the proposed optimization procedure can not only achieve a uniform current distribution, but also improve significantly the reliability and robustness of the HTS cable quality. © 2008 IEEE
Influences of graphite anode area on electrolysis of solid metal oxides in molten salts
- Author
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- Field of study
Direct electrochemical reduction of Dy2O3 in CaCl2 melt
- Author
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- Field of study
Technology of dehydration and transformation of silicic acid
- Author
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- Field of study
Composition, Diversity, and Origin of the Bacterial Community in Grass Carp Intestine
- Author
- A Irianto
- AF Andersson
- AK Sijpesteijn
- B Björkstén
- B Tomšič
- BH Xu
- CD Packey
- D Raoult
- DS Ni
- E Ringø
- E Ringø
- E Ringø
- E Ringø
- EK Costello
- Esther R. Angert
- G Roeselers
- Guitang Wang
- GZ Zu
- H Heuer
- H Tan
- HJ Flint
- Hong Zou
- J Penders
- J Qin
- J Russell
- J Xu
- JB Lødemel
- JF Rawls
- JH Li
- JL Balcazar
- JL Round
- JL Sonnenburg
- L He
- L Luo
- L Verschuere
- LF Gibson
- LF Gibson
- M Hiney
- M Ventura
- MJ Claesson
- MJ Pond
- MM Cahill
- NH Salzman
- PD Schloss
- PJ Turnbaugh
- PJ Weimer
- RD Berg
- RE Ley
- RI Mackie
- S Koike
- S Perumbakkam
- S Saha
- SF Han
- SF Li
- SG Wu
- Shangong Wu
- Stefan Bereswill
- TA Pankratov
- W Kovach
- Weiwei Wang
- Wenxiang Li
- WG Weisburg
- WH Zhou
- WM Yang
- X Feng
- X Song
- Y Kong
- Y Qiu
- YB Cui
- Z Yu
- Publication venue
- Public Library of Science
- Publication date
- 01/01/2012
- Field of study
Gut microbiota has become an integral component of the host, and received increasing attention. However, for many domestic animals, information on the microbiota is insufficient and more effort should be exerted to manage the gastrointestinal bacterial community. Understanding the factors that influence the composition of microbial community in the host alimentary canal is essential to manage or improve the microbial community composition. In the present study, 16S rRNA gene sequence-based comparisons of the bacterial communities in the grass carp (Ctenopharyngodon idellus) intestinal contents and fish culture-associated environments are performed. The results show that the fish intestinal microbiota harbors many cellulose-decomposing bacteria, including sequences related to Anoxybacillus, Leuconostoc, Clostridium, Actinomyces, and Citrobacter. The most abundant bacterial operational taxonomic units (OTUs) in the grass carp intestinal content are those related to feed digestion. In addition, the potential pathogens and probiotics are important members of the intestinal microbiota. Further analyses show that grass carp intestine holds a core microbiota composed of Proteobacteria, Firmicutes, and Actinobacteria. The comparison analyses reveal that the bacterial community in the intestinal contents is most similar to those from the culture water and sediment. However, feed also plays significant influence on the composition of gut microbiota
Ghrelin Attenuates the Osteoblastic Differentiation of Vascular Smooth Muscle Cells through the ERK Pathway
- Author
- AD Howard
- CH Byon
- Daniel Sanchis
- Er-Yuan Liao
- G Zhang
- Guan-Ying Liu
- GZ Li
- H Liu
- H Xie
- Hou-De Zhou
- HT Ding
- Hui Xie
- J Yang
- JS Shao
- K Bostrom
- K Radcliff
- KA Hruska
- KK McKee
- Ling-Qing Yuan
- M Abedin
- M Kojima
- M Papotti
- MY Alexander
- N Fukushima
- PF Shan
- PK Kim
- Qiu-Hua Liang
- R Granata
- R Seger
- RC Johnson
- Rong-Rong Cui
- S Yang
- SA Steitz
- Shan-Shan Wu
- SW Kim
- SW Kim
- T Nakahara
- T Tanaka
- TM Doherty
- XB Liao
- XB Liao
- XH Luo
- Xian-Ping Wu
- Xiao Zhu
- Xiao-Bo Liao
- Y Date
- Y Oikawa
- Yi Jiang
- YL Shi
- Yuan Liu
- Publication venue
- Public Library of Science
- Publication date
- Field of study
Vascular calcification results from osteoblastic differentiation of vascular smooth muscle cells (VSMCs) and is a major risk factor for cardiovascular events. Ghrelin is a newly discovered bioactive peptide that acts as a natural endogenous ligand of the growth hormone secretagog receptor (GHSR). Several studies have identified the protective effects of ghrelin on the cardiovascular system, however research on the effects and mechanisms of ghrelin on vascular calcification is still quite rare. In this study, we determined the effect of ghrelin on osteoblastic differentiation of VSMCs and investigated the mechanism involved using the two universally accepted calcifying models of calcifying vascular smooth muscle cells (CVSMCs) and beta-glycerophosphate (beta-GP)-induced VSMCs. Our data demonstrated that ghrelin inhibits osteoblastic differentiation and mineralization of VSMCs due to decreased alkaline phosphatase (ALP) activity, Runx2 expression, bone morphogenetic protein-2 (BMP-2) expression and calcium content. Further study demonstrated that ghrelin exerted this suppression effect via an extracellular signal-related kinase (ERK)-dependent pathway and that the suppression effect of ghrelin was time dependent and dose dependent. Furthermore, inhibition of the growth hormone secretagog receptor (GHSR), the ghrelin receptor, by siRNA significantly reversed the activation of ERK by ghrelin. In conclusion, our study suggests that ghrelin may inhibit osteoblastic differentiation of VSMCs through the GHSR/ERK pathway
Increased level of nucleolin confers to aggressive tumor progression and poor prognosis in patients with hepatocellular carcinoma after hepatectomy
- Author
- A Jemal
- A Riaz
- AX Zhu
- Bo Ren
- Boan Li
- CH Chen
- D Zhang
- Dadong Wang
- E Grinstein
- F Durand
- F Pichiorri
- GZ Meng
- H Bao
- H Fujiki
- H Hong
- H Schmilovitz-Weiss
- H Yang
- H Zhao
- HH Woo
- JF Wise
- JingHui Dong
- KC Wong
- KJ Livak
- L Li
- L Peng
- L Ridley
- Lingxiang Yu
- Lu Xiong
- M Dhir
- M Koutsioumpa
- M Pirisi
- MZ Xu
- RA Fisher
- RI Garcia
- Ruisheng Li
- S Schokoroy
- S Tanaka
- VS Stel
- W Qiu
- X Guo
- X Yang
- XiaoDong Guo
- ZhaoHai Wang
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- Field of study
Development of a helper cell-dependent form of peste des petits ruminants virus: a system for making biosafe antigen
- Author
- A Bin Tarif
- A Diallo
- A Kitamura
- A Muik
- A Sen
- AC Banyard
- AC Banyard
- B Singh
- C Bernloehr
- C Escoffier
- CE Mire
- CE Mire
- DD Brown
- DG Gibson
- DJ Finney
- DK Clarke
- E Albina
- ER Chare
- G Berhe
- G Libeau
- G Zimmer
- GZ Han
- GZ Han
- H Hikono
- H Inoue
- H Tatsuo
- H Zheng
- J Anderson
- J Baron
- J Cadinanos
- J Qin
- Jana Baron
- JB Patterson
- JM Rojas
- K-S Choi
- KM Spann
- M Berger Rentsch
- M Inoue
- M Inoue
- M Ogino
- M Rager
- MD Baron
- MD Baron
- MD Baron
- MD Baron
- MH Schierup
- Michael D. Baron
- NH Kalhoro
- OJ Bjerrum
- PL Collins
- Q Hu
- R Herbert
- RP Singh
- S Ding
- S Ferrari
- S Kochinger
- SC Das
- SK Nanda
- SM Jones
- TJ Wittmann
- W Chen
- W Wang
- X Qiu
- XD Yao
- Y Wang
- Y Yoneyama
- Z Qin
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- Field of study
Measurement of B_{s}^{0} meson production in pp and PbPb collisions at \sqrt{SNN}
- Author
- Aarrestad TK
- Abbaneo D
- Abbiendi G
- Abbrescia M
- Abdalla H
- Abdelalim AA
- Abdullah WATW
- Abdullin S
- Abdulsalam A
- Abercrombie D
- Abu Zeid S
- Ackert A
- Acosta D
- Acosta JG
- Adam W
- Adams MR
- Adams T
- Adzic P
- Afanasiev S
- Agapitos A
- Agaras MN
- Aggleton R
- Agram J-L
- Ahmad A
- Ahmad M
- Ahmed I
- Ahuja S
- Akbiyik M
- Akchurin N
- Akgun B
- Al-bataineh A
- Albajar C
- Albergo S
- Albert A
- Albrow M
- Alcaraz Maestre J
- Aleksandrov A
- Alexander J
- Alhusseini M
- Ali MABM
- Alimena J
- Allen B
- Almond J
- Alvarez Fernandez A
- Alvarez JDR
- Alverson G
- Alves FL
- Alves GA
- Alyari M
- Amapane N
- Ambrogi F
- Amendola C
- Amin N
- Amsler C
- Anagnostou G
- Anampa KH
- Anderson D
- Andrea J
- Andreev V
- Andreev Y
- Andrews MB
- Androsov K
- Angioni GLP
- Antonelli L
- Antropov I
- Antunes De Oliveira AC
- Antunovic Z
- Apanasevich L
- Apollinari G
- Apresyan A
- Apyan A
- Araujo M
- Arcaro D
- Arcidiacono R
- Arenton MW
- Argiro S
- Arndt T
- Arneodo M
- Asavapibhop B
- Asawatangtrakuldee C
- Asghar M
- Asilar E
- Askew A
- Atakisi IO
- Ather MW
- Attikis A
- Auffray E
- Aushev T
- Autermann C
- Auzinger G
- Avdeeva E
- Avery P
- Avila C
- Ayala E
- Azarkin M
- Azhgirey I
- Aziz T
- Azzi P
- Azzolini V
- Azzurri P
- Baarmand MM
- Babaev A
- Babounikau I
- Bacchetta N
- Bachiller I
- Bachtis M
- Backhaus M
- Baden A
- Bagliesi G
- Bahinipati S
- Baidali S
- Baillon P
- Bainbridge R
- Bakhshiansohi H
- Ball AH
- Ball F
- Ban Y
- Band R
- Banerjee S
- Bani L
- Bansal S
- Barbagli G
- Barberis E
- Bargassa P
- Baringer P
- Barker A
- Barnes VE
- Barney D
- Barnyakov A
- Baron O
- Barone L
- Barria P
- Barrio Luna M
- Bartek R
- Barth C
- Bartok M
- Bartosik N
- Baselga M
- Baskakov A
- Bat A
- Battilana C
- Baty A
- Bauer G
- Bauerdick LAT
- Baur S
- Bayshev I
- Bean A
- Beauceron S
- Beaudette F
- Becerra DAS
- Beernaert K
- Beghin D
- Behera PK
- Behnke O
- Behrens U
- Bein S
- Beirao Da Cruz E Silva C
- Belchior Batista Das Chagas E
- Belforte S
- Bell KW
- Bellan R
- Belloni A
- Belyaev A
- Benaglia A
- Benato L
- Bencze G
- Bendavid J
- Benecke A
- Benelli G
- Beni N
- Benitez JF
- Benussi L
- Benvenuti AC
- Beretvas A
- Bergauer T
- Berger P
- Beri SB
- Bernardes CA
- Bernet C
- Berry D
- Berryhill J
- Bertsche D
- Besancon M
- Beschi A
- Betts RR
- Bhandari R
- Bhardwaj A
- Bhardwaj R
- Bharti M
- Bhat MA
- Bhat PC
- Bhatnagar V
- Bhattacharya R
- Bhattacharya S
- Bhawandeep U
- Bheesette S
- Bhopatkar V
- Bhowmik D
- Bhowmik S
- Bi R
- Bialkowska H
- Bian JG
- Bianchini L
- Bianco M
- Bianco S
- Biasini M
- Biino C
- Bilei GM
- Bilin B
- Bilki B
- Bin Anuar AA
- Bisello D
- Bitioukov S
- Blanco JM
- Blekman F
- Blinov V
- Blobel V
- Bloch D
- Bloch P
- Bloom K
- Bluj M
- Blumenfeld B
- Boccali T
- Bocci A
- Bodek A
- Boimska B
- Boletti A
- Bonacorsi D
- Bondu O
- Boos E
- Boran F
- Boren S
- Borg J
- Borgonovi L
- Bornheim A
- Borras K
- Borrello L
- Bortignon P
- Bose T
- Botta C
- Botta V
- Boudoul G
- Bouhali O
- Bourilkov D
- Bouvier E
- Bowen J
- Bragagnolo A
- Braghieri A
- Braibant-Giacomelli S
- Brainerd C
- Brandstetter J
- Brandt S
- Branson JG
- Bravo C
- Breedon R
- Breeze S
- Brew C
- Brigljevic V
- Brinkerhoff A
- Brivio F
- Brochero Cifuentes JA
- Brochet S
- Brodski M
- Brom J-M
- Brondolin E
- Brooke JJ
- Brown RM
- Brun H
- Bruno G
- Brzhechko D
- Bucci R
- Buccilli A
- Buchanan J
- Buchmuller O
- Bueghly J
- Bundock A
- Bunichev V
- Bunin P
- Bunkowski K
- Buontempo S
- Burkett K
- Burns D
- Burt K
- Busson P
- Busza W
- Butler JN
- Butler PH
- Butz E
- Bylinkin A
- Bylsma B
- Byszuk A
- Cabrera A
- Cabrillo IJ
- Cadamuro L
- Caillol C
- Cakir A
- Calabria C
- Calderon A
- Cali IA
- Call K
- Calligaris L
- Caminada L
- Campagnari C
- Campanini R
- Campbell A
- Camporesi T
- Candelise V
- Canelli MF
- Canepa A
- Cankocak K
- Capiluppi P
- Cappati A
- Caputo C
- Carlin R
- Carlsmith D
- Carnes A
- Carrera Jarrin E
- Carrillo Montoya CA
- Carrillo Moreno S
- Cartiglia N
- Carvalho W
- Casarsa M
- Caspart R
- Castaldi R
- Castaneda Hernandez A
- Castilla-Valdez H
- Castle J
- Castro A
- Cavallari F
- Cavallo FR
- Cavallo N
- Cavanaugh R
- Ceballos GG
- Cecchi C
- Celik A
- Cenna F
- Cepeda M
- Cerati GB
- Cerci S
- Cerminara G
- Cerrada M
- Chabert EC
- Chadeeva M
- Chang P
- Chanon N
- Chao Y
- Chaparro Sierra LF
- Chapon E
- Charaf O
- Charlot C
- Chatterjee K
- Chatterjee RM
- Chatterjee S
- Chauhan S
- Chaves J
- Chawla R
- Chazin Quero B
- Checchia P
- Chekhovsky V
- Chen G
- Chen GM
- Chen HS
- Chen KF
- Chen M
- Chen PH
- Chen X
- Chen Y
- Chen Z
- Chenarani S
- Cheng T
- Cheng Y
- Cherepanov V
- Chernyavskaya N
- Chertok M
- Cheung HWK
- Chhibra SS
- Chierici R
- Chinellato J
- Chlebana F
- Cho S
- Choi S
- Choi Y
- Chou JP
- Choudhary BC
- Choudhury S
- Chowdhury SR
- Chu J
- Chudasama R
- Chwalek T
- Ciangottini D
- Cieri D
- Ciocca C
- Ciocci MA
- Cipriani M
- Ciriolo V
- Cirkovic P
- Citron M
- Cittolin S
- Ciulli V
- Civinini C
- Claes DR
- Clare R
- Clarida W
- Clement E
- Clerbaux B
- Cockerill DJA
- Cocoros A
- Codispoti G
- Coelho E
- Colafranceschi S
- Colaleo A
- Cole JE
- Colino N
- Collard C
- Colling D
- Colombo F
- Cometti S
- Connor P
- Contardo D
- Conte E
- Contreras-Campana C
- Conway J
- Conway R
- Cooper S
- Cooperstein S
- Cornelis T
- Correa Martins M
- Correia Silva G
- Cossutti F
- Costa M
- Coubez X
- Couderc F
- Coughlan JA
- Courbon B
- Cousins R
- Covarelli R
- Cox B
- Cox PT
- Creanza D
- Cremonesi M
- Cristella L
- Csanad M
- Cucciati G
- Cuevas J
- Cuffiani M
- Cumalat JP
- Curry D
- Cussans D
- Cutts D
- Czellar S
- D'Alessandro R
- D'Alfonso M
- d'Enterria D
- D'Hondt J
- Da Costa EM
- Da Rold A
- Da Silveira GG
- Dabrowski A
- Daci N
- Dalchenko M
- Dall'Osso M
- Dallavalle GM
- Damarseckin S
- Damgov J
- Damiani DD
- Danilov V
- Daponte V
- Das P
- Das S
- Dasgupta A
- Daskalakis G
- Dasu S
- Datta A
- Dauncey P
- David A
- David P
- Davies G
- Davignon O
- de Barbaro P
- De Boer W
- De Bruyn I
- de Cassagnac RG
- De Clercq J
- De Cosa A
- de Fatis TT
- De Filippis N
- De Guio F
- De Iorio A
- De Jesus Damiao D
- De La Cruz B
- De La Cruz-Burelo E
- De Lentdecker G
- De Lima RT
- De Mattia M
- de Monchenault GH
- De Oliveira Martins C
- De Palma M
- De Roeck A
- de Troconiz JF
- De Wit A
- De Wolf EA
- Deelen N
- Defranchis MM
- Deiters K
- Dejardin M
- Del Burgo R
- Del Re D
- Del Valle AE
- Delaere C
- Delannoy AG
- Delannoy H
- Delcourt M
- Delgado Peris A
- Delgado A
- Dell'Orso R
- Della Negra M
- Della Porta GZ
- Della Ricca G
- Demaria N
- Demina R
- Demiragli Z
- Demiroglu ZS
- Denegri D
- Depasse P
- Derdzinski M
- Dermenev A
- Deroover K
- Dev N
- Devetak D
- Dewanjee RK
- Dey S
- Dhingra N
- Di Crescenzo A
- Di Croce D
- Di Florio A
- Di Francesco A
- Di Guida S
- Di Marco E
- Di Maria R
- Di Mattia A
- Diemoz M
- Dierlamm A
- Dildick S
- Dilsiz K
- Dimitrov A
- Dimova T
- Dinardo ME
- Dissertori G
- Dittmann J
- Dittmar M
- Dittmer S
- Doan TH
- Dobson M
- Dobur D
- Dodd L
- Dolek F
- Dolen J
- Dominguez A
- Donato S
- Donega M
- Dordevic M
- Dorfer C
- Dorigo T
- Dorney B
- Doroba K
- Dosselli U
- Dozen C
- Dragicevic M
- Dremin I
- Dreyer T
- Duarte Campderros J
- Duarte J
- Dube S
- Dubinin M
- Duchardt D
- Dudenas V
- Dudero PR
- Dudko L
- Dugad S
- Duh YT
- Dulemba JL
- Dumanoglu I
- Dunser M
- Dupont N
- Duran-Osuna MC
- Durgut S
- Duric S
- Durkin LS
- Dutt S
- Dutta D
- Dutta S
- Dutta V
- Ebrahimi A
- Eckerlin G
- Ecklund KM
- Eerola P
- Ehataht K
- Eichhorn T
- El Mamouni H
- El Morabit K
- Elayavalli RK
- Elgammal S
- Elliott-Peisert A
- Elmer P
- Elumakhov D
- Elvira VD
- Elwood A
- Eminizer N
- Eno SC
- Epshteyn V
- Erbacher R
- Erdmann M
- Erdmann W
- Erdweg S
- Eren E
- Erice C
- Eroe J
- Errico F
- Ershov A
- Esch T
- Espinosa TAG
- Etesami SM
- Eusebi R
- Evangelou I
- Evans A
- Evdokimov O
- Everaerts P
- Eysermans J
- Fabbri F
- Fabozzi F
- Faccioli P
- Fagot A
- Fallavollita F
- Fallon C
- Faltermann N
- Fanfani A
- Fang W
- Fangmeier C
- Fano L
- Fasanella D
- Fasanella G
- Faure JL
- Favart L
- Fay J
- Fedi G
- Fehling D
- Felcini M
- Feld L
- Feng L
- Feng Y
- Ferbel T
- Ferencek D
- Ferguson T
- Fernandez Bedoya C
- Fernandez Manteca PJ
- Fernandez Menendez J
- Fernandez Perez Tomei TR
- Fernandez Ramos JP
- Fernandez M
- Ferraioli C
- Ferri F
- Ferro F
- Field RD
- Fienga F
- Filipovic N
- Finco L
- Finger M
- Finger M
- Fiore L
- Fiorendi S
- Fiori F
- Fischer R
- Flacher H
- Flechl M
- Flix J
- Florent A
- Flores C
- Florez C
- Flouris G
- Flowers S
- Fluegge G
- Focardi E
- Folgueras S
- Fonseca De Souza S
- Fontaine J-C
- Fontanesi E
- Ford WT
- Foudas C
- Fouz MC
- Francis B
- Francois B
- Franzoni G
- Freed S
- Freeman J
- Freer C
- Freund B
- Frueboes T
- Fruehwirth R
- Fulcher J
- Funk G
- Funk W
- Gadrat S
- Galanti M
- Galati G
- Galinhas B
- Gallinaro M
- Gallo E
- Galloni C
- Gandrajula RP
- Ganjour S
- Gao X
- Garcia Alonso A
- Garcia-Bellido A
- Garcia-Ferrero J
- Garg RB
- Garutti E
- Gary JW
- Gascon S
- Gasparini F
- Gasparini U
- Gastler D
- Gavrilenko M
- Gavrilov V
- Gecse Z
- Geiser A
- Gele D
- Gelli S
- Gelmi A
- Gennai S
- Geralis T
- Gerber CE
- Gerosa R
- Gershtein Y
- Geurts FJM
- Ghete VM
- Ghezzi A
- Ghosh S
- Giacomelli P
- Giammanco A
- Gianneios P
- Giannini L
- Giassi A
- Giffels M
- Gigi D
- Gilbert A
- Gilbert D
- Gill K
- Gilmore J
- Girgis S
- Givernaud A
- Glege F
- Gleyzer S
- Gninenko S
- Go Y
- Godinovic N
- Godizov A
- Godshalk A
- Goerlach U
- Goh J
- Gokbulut G
- Gola M
- Goldouzian R
- Goldstein J
- Golf F
- Golovtsov V
- Golubev N
- Golutvin I
- Gomber B
- Gomez G
- Goncharov M
- Gonzalez Caballero I
- Gonzalez Fernandez JR
- Gonzalez Hernandez CF
- Gonzalez Lopez O
- Gonzalez D
- Gonzalez JS
- Gorbunov I
- Gorski M
- Gottschalk E
- Gouskos L
- Gouzevitch M
- Govoni P
- Gozzelino A
- Grab C
- Grandi C
- Gras P
- Gray L
- Grebenyuk A
- Green D
- Greene S
- Gregores EM
- Grenier G
- Grippo MT
- Gritsan A
- Grohsjean A
- Grothe M
- Gruchala M
- Grunendahl S
- Grunewald M
- Grynyov B
- Guchait M
- Gueth A
- Guiducci L
- Guilbaud M
- Gul M
- Guler Y
- Gulhan D
- Gulmez E
- Gunnellini P
- Gupta R
- Gurpinar E
- Gurrola A
- Gutay L
- Guthoff M
- Gutsche O
- Gyun D
- Ha S
- Haddad Y
- Hadjiiska R
- Hadley M
- Hadley NJ
- Hagopian S
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- Wolfe E
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- Wu Z
- Wulz C-E
- Wurthwein F
- Wyslouch B
- Xia F
- Xiao M
- Xiao R
- Xie S
- Xie W
- Xu Q
- Yagil A
- Yalvac M
- Yang UK
- Yang YC
- Yates BR
- Yazgan E
- Yetkin EA
- Yohay R
- Yoo HD
- Yoo J
- You C
- Yu D
- Yu GB
- Yu I
- Yu SS
- Yuan L
- Yumiceva F
- Yusli MN
- Zabi A
- Zaganidis N
- Zahid S
- Zaleski S
- Zalewski P
- Zanetti A
- Zanetti M
- Zarubin A
- Zarucki M
- Zeinali M
- Zenaiev O
- Zenz SC
- Zeuner WD
- Zeyrek M
- Zghiche A
- Zhang A
- Zhang F
- Zhang H
- Zhang J
- Zhang S
- Zhang Z
- Zhao J
- Zhokin A
- Zhu DH
- Zhu RY
- Zientek M
- Zito G
- Zobec J
- Zoi I
- Zolkapli Z
- Zorbakir IS
- Zorbilmez C
- Zotto P
- Zou D
- Zucchetta A
- Zumerle G
- Zuo X
- Zuolo D
- Publication venue
- 'Elsevier BV'
- Publication date
- 10/09/2019
- Field of study
The production cross sections of B_{s}^{0} mesons and charge conjugates are measured in proton-proton (pp) and PbPb collisions via the exclusive decay channel B_{s}^{0}→J/ψϕ→μ^{+}μ^{−}K^{+}K^{−} at a center-of-mass energy of 5.02 TeV per nucleon pair and within the rapidity range |y|<2.4 using the CMS detector at the LHC. The pp measurement is performed as a function of transverse momentum (p_{T}) of the B_{s}^{0} mesons in the range of 7 to 50 GeV/c and is compared to the predictions of perturbative QCD calculations. The B_{s}^{0} production yield in PbPb collisions is measured in two p_{T} intervals, 7 to 15 and 15 to 50 GeV/c, and compared to the yield in pp collisions in the same kinematic region. The nuclear modification factor (R_{AA}) is found to be 1.5±0.6(stat)±0.5(syst) for 7–15 GeV/c, and 0.87±0.30(stat)±0.17(syst) for 15–50 GeV/c, respectively. Within current uncertainties, the B_{s}^{0} results are consistent with models of strangeness enhancement, and suppression by parton energy loss, as observed for the B+ mesons
Measurement of the tt¯ production cross section, the top quark mass, and the strong coupling constant using dilepton events in pp collisions at √s = 13 TeV
- Author
- Aarrestad TK
- Abbaneo D
- Abbiendi G
- Abbrescia M
- Abdalla H
- Abdullah WATW
- Abdullin S
- Abdulsalam A
- Abercrombie D
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- Acharya H
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- Wolf M
- Wolf R
- Wolfe E
- Womersley WJ
- Wong K
- Wood D
- Wood J
- Woodard A
- Woods N
- Wright D
- Wright J
- Wu Z
- Wulz C-E
- Wurthwein F
- Wyslouch B
- Xia F
- Xiao M
- Xiao R
- Xie S
- Xie W
- Xu Q
- Yagil A
- Yalvac M
- Yang UK
- Yang YC
- Yates BR
- Yazgan E
- Yetkin EA
- Yohay R
- Yoo HD
- Yoo J
- Yu D
- Yu GB
- Yu I
- Yu SS
- Yuan L
- Yumiceva F
- Yusli MN
- Zabi A
- Zaganidis N
- Zahid S
- Zaleski S
- Zalewski P
- Zanetti A
- Zanetti M
- Zarubin A
- Zarucki M
- Zeinali M
- Zenaiev O
- Zenz SC
- Zeuner WD
- Zeyrek M
- Zghiche A
- Zhang A
- Zhang F
- Zhang H
- Zhang J
- Zhang S
- Zhang Z
- Zhao J
- Zhokin A
- Zhu DH
- Zhu RY
- Zientek M
- Zobec J
- Zoi I
- Zolkapli Z
- Zorbakir IS
- Zorbilmez C
- Zotto P
- Zou D
- Zucchetta A
- Zumerle G
- Zuo X
- Zuolo D
- Publication venue
- 'Springer Fachmedien Wiesbaden GmbH'
- Publication date
- 29/04/2019
- Field of study
A measurement of the top quark–antiquark pair production cross section σtt¯ in proton–proton collisions at a centre-of-mass energy of 13TeV is presented. The data correspond to an integrated luminosity of 35.9fb−1, recorded by the CMS experiment at the CERN LHC in 2016. Dilepton events (e ± μ ∓, μ+μ−, e+e−) are selected and the cross section is measured from a likelihood fit. For a top quark mass parameter in the simulation of mMCt=172.5GeV the fit yields a measured cross section σtt¯=803±2(stat)±25(syst)±20(lumi)pb, in agreement with the expectation from the standard model calculation at next-to-next-to-leading order. A simultaneous fit of the cross section and the top quark mass parameter in the POWHEG simulation is performed. The measured value of mMCt=172.33±0.14(stat)+0.66−0.72(syst)GeV is in good agreement with previous measurements. The resulting cross section is used, together with the theoretical prediction, to determine the top quark mass and to extract a value of the strong coupling constant with different sets of parton distribution functions
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