629 research outputs found
An Estimation Method for Environmental Friction Based on Body Dynamic Model of Caenorhabditis elegans
- Publication venue
- 'Atlantis Press'
- Publication date
- 01/05/2017
- Field of study
Caenorhabditis elegans is a small worm which is approximately 1 mm in length. The present study proposes an estimation method for frictional force using locomotion information obtained from video analysis of actual worms. The results indicate that the body model driven by the estimated frictional force can trace the locomotion of the worm within a low error level of 4% of the body length. The proposed method can be applied to analyze the relationship between friction and gait control.This work was supported by JSPS KAKENHI Grant Numbers 15H03950 and 20115010
Force and Motion Analysis of larval zebrafish (Danio rerio) using a body dynamics model
- Publication venue
- 'Atlantis Press'
- Publication date
- 01/11/2017
- Field of study
This study proposes a method of body dynamics analysis for larval zebrafish incorporating a viscoelastic body model and a fluidic environment model to support the study of development mechanisms in motion generation. The results showed that the estimated fluid drag coefficients enabled the body dynamics model to approximate the paths of actual larvae with an error level of 0.76±0.74 [%] to the total body length
A computational model of internal representations of chemical gradients in environments for chemotaxis of Caenorhabditis elegans
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 01/11/2018
- Field of study
The small roundworm Caenorhabditis elegans employs two strategies, termed pirouette and weathervane, which are closely related to the internal representation of chemical gradients parallel and perpendicular to the travelling direction, respectively, to perform chemotaxis. These gradients must be calculated from the chemical information obtained at a single point, because the sensory neurons are located close to each other at the nose tip. To formulate the relationship between this sensory input and internal representations of the chemical gradient, this study proposes a simple computational model derived from the directional decomposition of the chemical concentration at the nose tip that can generate internal representations of the chemical gradient. The ability of the computational model was verified by using a chemotaxis simulator that can simulate the body motions of pirouette and weathervane, which confirmed that the computational model enables the conversion of the sensory input and head-bending angles into both types of gradients with high correlations of approximately râ>â0.90 (pâ<â0.01) with the true gradients. In addition, the chemotaxis index of the model was 0.64, which is slightly higher than that in the actual animal (0.57). In addition, simulation using a connectome-based neural network model confirmed that the proposed computational model is implementable in the actual network structure.This work was supported by JSPS KAKENHI Grant Number 15H03950 to T.T and MEXT KAKENHI Grant Numbers 20115010 to T.T. and 20115002 to Y.I
Estimation of Arterial Viscosity Based on an Oscillometric Method and Its Application in Evaluating the Vascular Endothelial Function
- Author
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 22/02/2019
- Field of study
This paper proposes an algorithm for estimating the arterial viscosity using cuff pressures and pulse waves measured by an automatic oscillometric sphygmomanometer. A change in the arterial viscosity during the enclosed-zone flow-mediated dilation test is calculated as an index for evaluating the vascular endothelial function %η. In all, 43 individuals participated in this study. After the index %η was calculated, the accuracy of the index %η in distinguishing healthy subjects and subjects at a high risk of arteriosclerosis was tested via a receiving operating characteristic (ROC) analysis. The calculated %η for the healthy participants and those at a high risk of arteriosclerosis was 13.4â±â55.1% and â32.7â±â34.0% (meanâ±âS.D.), respectively. The area under the ROC curve was 0.77. Thus, it was concluded that the proposed method can be used to evaluate the vascular endothelial function.This research was partly supported by the Transportation Technology Development Promotion Competitive Funding Program from Ministry of Land, Infrastructure, Transport and Tourism, and the Center of Innovation Program from Japan Science and Technology Agency
Quantitative Evaluation of Pain during Electrocutaneous Stimulation using a Log-Linearized Peripheral Arterial Viscoelastic Model
- Author
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 15/02/2018
- Field of study
In clinical practice, subjective pain evaluations, e.g., the visual analogue scale and the numeric rating scale, are generally employed, but these are limited in terms of their ability to detect inaccurate reports, and are unsuitable for use in anesthetized patients or those with dementia. We focused on the peripheral sympathetic nerve activity that responds to pain, and propose a method for evaluating pain sensation, including intensity, sharpness, and dullness, using the arterial stiffness index. In the experiment, electrocardiogram, blood pressure, and photoplethysmograms were obtained, and an arterial viscoelastic model was applied to estimate arterial stiffness. The relationships among the stiffness index, self-reported pain sensation, and electrocutaneous stimuli were examined and modelled. The relationship between the stiffness index and pain sensation could be modelled using a sigmoid function with high determination coefficients, where R2ââ„â0.88, pâ<â0.01 for intensity, R2ââ„â0.89, pâ<â0.01 for sharpness, and R2ââ„â0.84, pâ<â0.01 for dullness when the stimuli could appropriately evoke dull pain.This work was supported by the Center of Innovation Program from Japan Science and Technology Agency.Supplementary information accompanies this paper at https://doi.org/10.1038/s41598-018-21223-1
Assessment of Lower-limb Vascular Endothelial Function Based on Enclosed Zone Flow-mediated Dilation
- Author
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 18/06/2018
- Field of study
This paper proposes a novel non-invasive method for assessing the vascular endothelial function of lower-limb arteries based on the dilation rate of air-cuff plethysmograms measured using the oscillometric approach. The principle of evaluating vascular endothelial function involves flow-mediated dilation. In the study conducted, blood flow in the dorsal pedis artery was first monitored while lower-limb cuff pressure was applied using the proposed system. The results showed blood flow was interrupted when the level of pressure was at least 50 mmHg higher than the subjectâs lower-limb systolic arterial pressure and that blood flow velocity increased after cuff release. Next, values of the proposed index, %ezFMDL, for assessing the vascular endothelial function of lower-limb arteries were determined from 327 adult subjects: 87 healthy subjects, 150 subjects at high risk of arteriosclerosis and 90 patients with cardiovascular disease (CAD). The mean values and standard deviations calculated using %ezFMDL were 30.5â±â12.0% for the healthy subjects, 23.6â±â12.7% for subjects at high risk of arteriosclerosis and 14.5â±â15.4% for patients with CAD. The %ezFMDL values for the subjects at high risk of arteriosclerosis and the patients with CAD were significantly lower than those for the healthy subjects (pâ<â0.01). The proposed method may have potential for clinical application.This work was supported by JSPS KAKENHI Grant Number 16K21076
The rise of eating disorders in Asia: a review
- Author
- A Muazzam
- A Ramachandran
- AA Memon
- AE Becker
- AE Becker
- AE Becker
- AE Becker
- AE Becker
- AE Becker
- AE Becker
- AM Taqui
- AN Khan
- Asia Pacific Cohort Studies Collaboration
- C Hawkes
- C Yang
- CM Lai
- CMY Lee
- D Bhugra
- D Mellor
- D Mellor
- D Mumford
- D Rongmuang
- D Yasuhara
- DB Mumford
- DB Mumford
- DN Mendhekar
- EH Kua
- EK Ung
- EK Ung
- F Wan
- FC Chang
- FY Leung
- G Tsai
- GE Son van
- GF Huon
- GL Witcomb
- H Bruch
- H Chen
- H Suematsu
- H Yeh
- HN Madanat
- HW Hoek
- HY Lee
- HY Lee
- IY Choudry
- J Jung
- J Jung
- J Talukdar
- J Tong
- J Yager
- JH Jung
- JH Jung
- JJ Pettman
- JL Edman
- JM Mond
- JOA Tan
- JP Sjostedt
- K Nakamura
- KM Pike
- KM Pike
- KYC Lai
- L Ricciardelli
- LK Williams
- LW Pon
- M Kayano
- MA Shaikh
- MB King
- MC Tseng
- MH Stigler
- MM Basker
- MP McCabe
- MR Tsai
- MSC Fung
- N Babar
- N Buhrich
- N Chisuwa
- N Kiriike
- NL Soh
- NL Soh
- P Mammen
- P Pattanathaburt
- PJ Marcotullio
- PS Chandra
- PS Jennings
- PX Kuan
- R Chadda
- R Jayawardena
- R Lester
- R Lewis-Fernandez
- R Striegel-Moore
- R Takaki
- RA Gordon
- RS Areemit
- S Ahmad
- S Galea
- S Lee
- S Lee
- S Lee
- S Lee
- S Lee
- S Lee
- S Lee
- S Lee
- SC Jackson
- SK Khandelwal
- SK Khandelwal
- SK Mishra
- T Jackson
- T Jackson
- T Kuboki
- TF Ho
- TM Kope
- TN Srinivasan
- U Schmidt
- VS Swami
- W Vandereycken
- WW Gull
- WY Gan
- X Xu
- XM Liang
- Y Fan
- Y Li
- Y Liao
- Y Nakai
- Y Wong
- YH Lee
- YJ Chang
- YL Ong
- YM Liou
- YM Zheng
- YPS Balhara
- Z Sirang
- Z Tao
- ZU Abideen
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- Field of study
Measurement of the W±Z boson pair-production cross section in pp collisions at âs=13TeV with the ATLAS detector
- Author
- Aaboud M
- Aad G
- Abbott B
- Abdallah J
- Abdinov O
- Abeloos B
- Aben R
- AbouZeid OS
- Abraham NL
- Abramowicz H
- Abreu H
- Abreu R
- Abulaiti Y
- Acharya BS
- Adamczyk L
- Adams DL
- Adelman J
- Adomeit S
- Adye T
- Affolder AA
- Agatonovic-Jovin T
- Agricola J
- Aguilar-Saavedra JA
- Ahlen SP
- Ahmadov F
- Aielli G
- Akerstedt H
- Akesson TPA
- Akimov AV
- Alberghi GL
- Albert J
- Albrand S
- AlconadaVerzini MJ
- Aleksa M
- Aleksandrov IN
- Alexa C
- Alexander G
- Alexopoulos T
- Alhroob M
- Ali B
- Aliev M
- Alimonti G
- Alison J
- Alkire SP
- Allbrooke BMM
- Allen BW
- Allport PP
- Aloisio A
- Alonso A
- Alonso F
- Alpigiani C
- Alstaty M
- Alvarez Piqueras D
- Alviggi MG
- Amadio BT
- Amako K
- Amaral Coutinho Y
- Amelung C
- Amidei D
- Amor Dos Santos SP
- Amorim A
- Amoroso S
- Amundsen G
- Anastopoulos C
- Ancu LS
- Andari N
- Andeen T
- Anders CF
- Anders G
- Anders JK
- Anderson KJ
- Andreazza A
- Andrei V
- Angelidakis S
- Angelozzi I
- Anger P
- Angerami A
- Anghinolfi F
- Anisenkov AV
- Anjos CN
- Annovi A
- Antel C
- Antonelli M
- Antonov A
- Anulli F
- Aoki M
- Arabidze G
- Arai Y
- Araque JP
- Arce ATH
- Arduh FA
- Arguin J-F
- Argyropoulos S
- Arik M
- Armadans RC
- Armbruster AJ
- Armitage LJ
- Arnaez O
- Arnold H
- Arratia M
- Arslan O
- Artamonov A
- Artoni G
- Artz S
- Asai S
- Asbah N
- Ashkenazi A
- Asman B
- Asquith L
- Assamagan K
- Astalos R
- Astigarraga MEP
- Atkinson M
- Atlay NB
- Augsten K
- Avolio G
- Axen B
- Ayoub MK
- Azuelos G
- Baak MA
- Baas AE
- Baca MJ
- Bachacou H
- Bachas K
- Backes M
- Backhaus M
- Bagiacchi P
- Bagnaia P
- Bai Y
- Baines JT
- Baker OK
- Baldin EM
- Balek P
- Balestri T
- Balli F
- Balunas WK
- Banas E
- Banerjee S
- Bannoura AAE
- Barajas CAC
- Barak L
- Barberio EL
- Barberis D
- Barbero M
- Barillari T
- Barisits M-S
- Barklow T
- Barlow N
- Barnes SL
- Barnett BM
- Barnett RM
- Barnovska Z
- Baroncelli A
- Barone G
- Barr AJ
- Barranco Navarro L
- Barreiro F
- Bartoldus R
- Barton AE
- Bartos P
- Basalaev A
- Bassalat A
- Bates RL
- Batista SJ
- Batley JR
- Battaglia M
- Bauce M
- Bauer F
- Baw HS
- Beacham JB
- Beattie MD
- Beau T
- Beauchemin PH
- Bechtle P
- Beck HP
- Becker K
- Becker M
- Beckingham M
- Becot C
- Beddall A
- Beddall AJ
- Bednyakov VA
- Bedognetti M
- Bee CP
- Beemster LJ
- Beermann TA
- Begel M
- Behr JK
- Belanger-Champagne C
- Bell AS
- Bella G
- Bella LA
- Bellagamba L
- Bellerive A
- Bellomo M
- Belotskiy K
- Beltramello O
- Belyaev NL
- Benary O
- Benchekroun D
- Bender M
- Bendtz K
- Benekos N
- Benhammou Y
- Benitez J
- Benjamin DP
- Bensinger JR
- Bentvelsen S
- Beresford L
- Beretta M
- Berge D
- Berger N
- Beringer J
- Berlendis S
- Berlingen JM
- Bernard NR
- Bernius C
- Bernlochner FU
- Berry T
- Berta P
- Bertella C
- Bertoli G
- Bertolucci F
- Bertram IA
- Bertsche C
- Bertsche D
- Besjes GJ
- Bessner M
- Besson N
- Betancourt C
- Bethke S
- Bevan AJ
- Bianchi RM
- Bianchini L
- Bianco M
- Biebel O
- Biedermann D
- Bielski R
- Biesuz NV
- Biglietti M
- Billoud TRV
- Bilokon H
- Bindi M
- Binet S
- Bingul A
- Bini C
- Biondi S
- Bjergaard DM
- Black CW
- Black JE
- Black KM
- Blackburn D
- Blair RE
- Blanchard J-B
- Blanco JE
- Blazek T
- Bloch I
- Blocker C
- Blum W
- Blumenschein U
- Blunier S
- Bobbink GJ
- Bobrovnikov VS
- Bocchetta SS
- Bocci A
- Bock C
- Boehler M
- Boeriu OEV
- Boerner D
- Bogaerts JA
- Bogavac D
- Bogdanchikov AG
- Bohm C
- Boisvert V
- Bokan P
- Bold T
- Boldyrev AS
- Bomben M
- Bona M
- Boonekamp M
- Borisov A
- Borissov G
- Bortfeldt J
- Bortoletto D
- Bortolotto V
- Bos K
- Boscherini D
- Bosman M
- Bossio Sola JD
- Boudreau J
- Bouffard J
- Bouhova-Thacker EV
- Boumediene D
- Bourdarios C
- Boutle SK
- Boveia A
- Boyd J
- Boyko IR
- Bracinik J
- Brandt A
- Brandt G
- Brandt O
- Bratzler U
- Brau B
- Brau JE
- Braun HM
- Bravo AG
- Brendlinger K
- Brennan AJ
- Brenner L
- Brenner R
- Bressler S
- Bret MC
- Bristow TM
- Britton D
- Britzger D
- Brochu FM
- Brock I
- Brock R
- Brooijmans G
- Brooks T
- Brooks WK
- Brosamer J
- Brost E
- Broughton JH
- Bruncko D
- Bruneliere R
- Bruni A
- Bruni G
- Bruni LS
- Brunt BH
- Bruschi M
- Bruscino N
- Bryant P
- Bryngemark L
- Buanes T
- Buat Q
- Buchholz P
- Buckley AG
- Budagov IA
- Buehrer F
- Buescher D
- Buescher V
- Bugge MK
- Bulekov O
- Bullock D
- Burckhart H
- Burdin S
- Burgard CD
- Burghgrave B
- Burka K
- Burke S
- Burmeister I
- Burr JTP
- Busato E
- Bussey P
- Butler JM
- Buttar CM
- Butterworth JM
- Butti P
- Buttinger W
- Buzatu A
- Buzykaev AR
- Bylund OB
- Cabrera Urban S
- Caforio D
- Cairoa VM
- Cakir O
- Calace N
- Calafiura P
- Calandri A
- Calderini G
- Calfayan P
- Callea G
- Caloba LP
- Calvente Lopez S
- Calvet D
- Calvet S
- Calvet TP
- Camarda S
- Camarri P
- Cameron D
- Camincher C
- Campana S
- Campanelli M
- Camplani A
- Campoverde A
- Canale V
- Canepa A
- Cantero J
- Cantrill R
- Cao T
- Caprini I
- Caprini M
- Capua M
- Caputo R
- Carbone RM
- Cardarelli R
- Cardillo F
- Carli I
- Carli T
- Carlino G
- Carminati L
- Caron S
- Carquin E
- Carrillo-Montoya GD
- Carter JR
- Carvalho J
- Casadei D
- Casado MP
- Casolino M
- Casper DW
- Castaneda-Miranda E
- Castelijn R
- Castelli A
- Castillo Gimenez V
- Castillo IS
- Castillo LRF
- Castro NF
- Catinaccio A
- Catmore JR
- Cattai A
- Caudron J
- Cavaliere V
- Cavallaro E
- Cavalli D
- Cavalli-Sforza M
- Cavasinni V
- Ceradini F
- Cerda Alberich L
- Cerio BC
- Cerqueira AS
- Cerri A
- Cerrito L
- Cerutti F
- Cerv M
- Cervelli A
- Cetin SA
- Chafaq A
- Chakraborty D
- Chan SK
- Chan YL
- Chang P
- Chapman JD
- Charlton DG
- Chatterjee A
- Chau CC
- Che S
- Cheatham S
- Chegwidden A
- Chekanov S
- Chekulaev SV
- Chelkov GA
- Chelstowska MA
- Chen C
- Chen H
- Chen K
- Chen S
- Chen S
- Chen X
- Chen Y
- Cheng HC
- Cheng HJ
- Cheng Y
- Cheplakov A
- Cheremushkina E
- Chernyatin V
- Cheu E
- Chevalier L
- Chiarella V
- Chiarelli G
- Chiodini G
- Chisholm AS
- Chitan A
- Chizhov MV
- Choi K
- Chomont AR
- Chouridou S
- Chow BKB
- Christodoulou V
- Chromek-Burckhart D
- Chudoba J
- Chuinard AJ
- Chwastowski JJ
- Chytka L
- Ciapetti G
- Ciftci AK
- Cinca D
- Cindro V
- Cioara IA
- Ciocca C
- Ciocio A
- Cirotto F
- Citron ZH
- Citterio M
- Ciubancan M
- Clark A
- Clark BL
- Clark MR
- Clark PJ
- Clarke RN
- Clement C
- Coadou Y
- Cobal M
- Coccaro A
- Cochran J
- Codina EP
- Coffey L
- Colasurdo L
- Cole B
- Colijn AP
- Collaboration ATLAS
- Collot J
- Colombo T
- Compostella G
- Conde Muino P
- Coniavitis E
- Connell SH
- Connelly IA
- Consorti V
- Constantinescu S
- Conti G
- Conventi F
- Cooke M
- Cooper BD
- Cooper-Sarkar AM
- Cormier KJR
- Cornelissen T
- Corradi M
- Correia AMH
- Corriveau F
- Corso-Radu A
- Cortes-Gonzalez A
- Cortiana G
- Costa G
- Costa MJ
- Costanzo D
- Cottin G
- Cowan G
- Cox BE
- Cranmer K
- Crawley SJ
- Cree G
- Crepe-Renaudin S
- Crescioli F
- Cribbs WA
- Cristinziani M
- Croft V
- Crosetti G
- Cueto A
- Cummings J
- Curatolo M
- Cuth J
- Cuthbert C
- Czirr H
- Czodrowski P
- D'amen G
- D'Auria S
- D'Onofrio M
- da Costa JBG
- Da Costa JGPF
- Da Cunha Sargedas De Sousa MJ
- Da Via C
- Dabrowski W
- Dado T
- Dai T
- Dale O
- Dallaire F
- Dallapiccola C
- Dam M
- Damazio DO
- Dandoy JR
- Dang NP
- Daniells AC
- Dann NS
- Danninger M
- Dao V
- Darbo G
- Darmora S
- Dassoulas J
- Dattagupta A
- Davey W
- David C
- Davidek T
- Davies M
- Davison P
- Dawe E
- Dawson I
- Daya-Ishmukhametova RK
- de Asmundis R
- De Benedetti A
- De Bruin PHS
- De Castro S
- De Cecco S
- De Groot N
- de Jong P
- De la Torre H
- de Lima DEF
- De Lorenzi F
- De Maria A
- De Mendizabal JB
- De Pedis D
- De Regie JBDV
- de Renstrom PAB
- De Salvo A
- De Sanctis U
- De Santo A
- De K
- Dearnaley WJ
- Debbe R
- Debenedetti C
- Dedovich DV
- Dehghanian N
- Deigaard I
- Del Gaudio M
- Del Peso J
- Del Prete T
- Delgove D
- Deliot F
- Delitzsch CM
- Deliyergiyev M
- Dell'Acqua A
- Dell'Asta L
- Dell'Orso M
- Della Pietra M
- della Volpe D
- Delmastro M
- Delsart PA
- DeMarco DA
- Demers S
- Demichev M
- Demilly A
- Denisov SP
- Denysiuk D
- Derendarz D
- Derkaoui JE
- Derue F
- Dervan P
- Desch K
- Deterre C
- Dette K
- Deviveiros PO
- Dewhurst A
- Dhaliwal S
- Di Ciaccio A
- Di Ciaccio L
- Di Clemente WK
- Di Donato C
- Di Girolamo A
- Di Girolamo B
- Di Micco B
- Di Nardo R
- Di Simone A
- Di Sipio R
- Di Valentino D
- Diaconu C
- Diamond M
- Dias FA
- Diaz MA
- Diehl EB
- Dietrich J
- Diglio S
- Dimitrievska A
- Dingfelder J
- Dita P
- Dita S
- Dittus F
- Djama F
- Djobava T
- Djuvsland JI
- do Vale MAB
- Dobos D
- Dobre M
- Doglioni C
- Dohmae T
- Dolejsi J
- Dolezal Z
- Dolgoshein BA
- Donadelli M
- Donati S
- Dondero P
- Donini J
- Donszelmann TC
- Dopke J
- Doria A
- Dova MT
- Doyle AT
- Drechsler E
- Dris M
- Du Y
- Duarte-Campderros J
- Duchovni E
- Duckeck G
- Ducu OA
- Duda D
- Dudarev A
- Dueren M
- Duffield EM
- Duflot L
- Duguid L
- Duhrssen M
- Dumancic M
- Dunford M
- Durglishvili A
- Duschinger D
- Dutta B
- Dyndal M
- Eckardt C
- Ecker KM
- Edgar RC
- Edwards NC
- Eifert T
- Eigen G
- Einsweiler K
- Ekelof T
- El Kacimi M
- El Mourslie RC
- Ellajosyula V
- Ellert M
- Elles S
- Ellinghaus F
- Elliot AA
- Ellis N
- Elmsheuser J
- Elsing M
- Emeliyanov D
- Enari Y
- Endner OC
- Endo M
- Ennis JS
- Erdmann J
- Ereditato A
- Ernis G
- Ernst J
- Ernst M
- Errede S
- Ertel E
- Escalier M
- Esch H
- Escobar C
- Esposito B
- Etienvre AI
- Etzion E
- Evans H
- Ezhilov A
- Fabbri F
- Fabbri L
- Facini G
- Fakhrutdinov RM
- Falciano S
- Falla RJ
- Faltova J
- Fang Y
- Fanti M
- Farbin A
- Farilla A
- Farina C
- Farina EM
- Farooque T
- Farrell S
- Farrington SM
- Farthouat P
- Fassi F
- Fassnacht P
- Fassouliotis D
- Favareto A
- Fawcett WJ
- Fayard L
- Fedin OL
- Fedorko W
- Feigl S
- Feligioni L
- Feng C
- Feng EJ
- Feng H
- Fenyuk AB
- Feremenga L
- Fernandez Martinez P
- Fernandez Perez S
- Ferrando J
- Ferrari A
- Ferrari P
- Ferrari R
- Ferrer A
- Ferrer AV
- Ferrere D
- Ferretti C
- Fiedler F
- Filipcic A
- Filipuzzi M
- Filthaut F
- Fincke-Keeler M
- Finelli KD
- Fiolhais MCN
- Fiorini L
- Firan A
- Fischer A
- Fischer C
- Fischer J
- Fisher WC
- Flaschel N
- Fleck I
- Fleischmann P
- Fletcher GT
- Fletcher RRM
- Flick T
- Floderus A
- Flowerdew MJ
- Forcolin GT
- Formica A
- Forti A
- Foster AG
- Fournier D
- Fox H
- Fracchia S
- Francavilla P
- Franchini M
- Francis D
- Franconi L
- Franklin M
- Frate M
- Fraternali M
- Freeborn D
- Fressard-Batraneanu SM
- Friedrich F
- Froidevaux D
- Frost JA
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- Zivkovic L
- Zobernig G
- Zoccoli A
- Zu Theenhausen HM
- zur Nedden M
- Zwalinski L
- Publication venue
- Netherlands
- Publication date
- 01/01/2016
- Field of study
published_or_final_versio
Anatomy of the sign-problem in heavy-dense QCD
- Author
- Adam E Romero
- Aranda C Padilla
- Arjanovic MM
- Armadans R Caminal
- Astigarraga ME Pozo
- Barajas CA Chavez
- Bechtle P
- Beck HP
- Becker K
- Becker M
- Beckingham M
- Becot C
- Beddall A
- Beddall AJ
- Bednyakov VA
- Bedognetti M
- Bee CP
- Beemster LJ
- Beermann TA
- Begel M
- Behr JK
- Belanger-Champagne C
- Bell AS
- Bella G
- Bellagamba L
- Bellerive A
- Bellomo M
- Belotskiy K
- Beltramello O
- Belyaev NL
- Benary O
- Benchekroun D
- Bender M
- Bendtz K
- Benekos N
- Benhammou Y
- Benitez J
- Benjamin DP
- Bensinger JR
- Bentvelsen S
- Beresford L
- Beretta M
- Berge D
- Berger N
- Berghaus F
- Beringer J
- Berlendis S
- Berlingen J Montejo
- Bernard NR
- Bernius C
- Bernlochner FU
- Berry T
- Berta P
- Bertella C
- Bertoli G
- Bertolucci F
- Bertram IA
- Bertsche C
- Bertsche D
- Besjes GJ
- Bessner M
- Besson N
- Betancourt C
- Bethke S
- Bevan AJ
- Bhimji W
- Bianchi RM
- Bianchini L
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- Biedermann D
- Bielski R
- Biesuz NV
- Biglietti M
- Bilokon H
- Bindi M
- Binet S
- Bingul A
- Bini C
- Biondi S
- Bjergaard DM
- Black CW
- Black JE
- Black KM
- Blackburn D
- Blair RE
- Blanchard J-B
- Blanco JE
- Blazek T
- Bloch I
- Blocker C
- Blum W
- Blumenschein U
- Blunier S
- Bobbink GJ
- Bobrovnikov VS
- Bocchetta SS
- Bocci A
- Bock C
- Boehler M
- Boeriu OE Vickey
- Boerner D
- Bogaerts JA
- Bogavac D
- Bogdanchikov AG
- Bohm C
- Boisvert V
- Bold T
- Boldea V
- Boldyrev AS
- Bomben M
- Bona M
- Boonekamp M
- Borisov A
- Borissov G
- Bortfeldt J
- Bortoletto D
- Bortolotto V
- Bos K
- Boscherini D
- Bosman M
- Bossio Sola JD
- Boudreau J
- Bouffard J
- Bouhova-Thacker EV
- Boumediene D
- Bourdarios C
- Bousson N
- Boutle SK
- Boveia A
- Boyd J
- Boyko IR
- Bracinik J
- Brandt A
- Brandt G
- Brandt O
- Bratzler U
- Brau B
- Brau JE
- Braun HM
- Bravo A Gascon
- Brendlinger K
- Brennan AJ
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- Bristow TM
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- Brock I
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- Bruneliere R
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- Chelkov GA
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- Cheng HJ
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- Cherkaoui El Moursli R
- Chernyatin V
- Cheu E
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- Chiarella V
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- Chromek-Burckhart D
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- Zaidan R
- Zaitsev AM
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- Zalieckas J
- Zaman A
- Zambito S
- Zanello L
- Zanzi D
- Zeitnitz C
- Zeman M
- Zemla A
- Zeng JC
- Zeng Q
- Zengel K
- Zenin O
- Zenis T
- Zerwas D
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- Zhao Z
- Zhemchugov A
- Zhong J
- Zhou B
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- Zhou M
- Zhou N
- Zhu CG
- Zhu H
- Zhu J
- Zhu Y
- Zhuang X
- Zhukov K
- Zibell A
- Zieminska D
- Zimine NI
- Zimmermann C
- Zimmermann S
- Zinonos Z
- Zinser M
- Ziolkowski M
- Zivkovic L
- Zobernig G
- Zoccoli A
- zur Nedden M
- Zurzolo G
- Zwalinski L
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 01/01/2016
- Field of study
QCD at finite densities of heavy quarks is investigated
using the density-of-states method. The phase factor
expectation value of the quark determinant is calculated to
unprecedented precision as a function of the chemical potential.
Results are validated using those from a reweighting
approach where the latter can produce a significant signalto-noise
ratio. We confirm the particleâhole symmetry at low
temperatures, find a strong sign problem at intermediate values
of the chemical potential, and an inverse Silver Blaze
feature for chemical potentials close to the onset value: here,
the phase-quenched theory underestimates the density of the
full theory
Measurement of the View the tt production cross-section using eÎŒ events with b-tagged jets in pp collisions at âs = 13 TeV with the ATLAS detector
- Author
- A. Aloisio
- A. Alonso
- A. Amorim
- A. Andreazza
- A. Angerami
- A. Annovi
- A. Antonov
- A. Artamonov
- A. Ashkenazi
- A. Baroncelli
- A. Basalaev
- A. Bassalat
- A. Beddall
- A. Bellerive
- A. Bingul
- A. Bocci
- A. Borisov
- A. Boveia
- A. Brandt
- A. Bruni
- A. Buzatu
- A. Calandri
- A. Camplani
- A. Campoverde
- A. Canepa
- A. Castelli
- A. Catinaccio
- A. Cattai
- A. Cerri
- A. Cervelli
- A. Chafaq
- A. Chatterjee
- A. Chegwidden
- A. Cheplakov
- A. Chitan
- A. Ciocio
- A. Clark
- A. Coccaro
- A. Corso-Radu
- A. Cortes-Gonzalez
- A. Dattagupta
- A. De Benedetti
- A. De Maria
- A. De Salvo
- A. De Santo
- A. Dell'Acqua
- A. Demilly
- A. Dewhurst
- A. Di Ciaccio
- A. Di Girolamo
- A. Di Simone
- A. Dimitrievska
- A. Doria
- A. Dudarev
- A. Durglishvili
- A. Ereditato
- A. Ezhilov
- A. Farbin
- A. Farilla
- A. Favareto
- A. Ferrari
- A. Ferrer
- A. Ferretto Parodi
- A. FilipÄiÄ
- A. Firan
- A. Fischer
- A. Floderus
- A. Formica
- A. Forti
- A. Gabrielli
- A. Gabrielli
- A. Gascon Bravo
- A. Gaudiello
- A. Gershon
- A. Glazov
- A. Gomes
- A. Gongadze
- A. GoriĆĄek
- A. Haas
- A. Hadef
- A. Hamilton
- A. Hasib
- A. Hoecker
- A. Hoummada
- A. Hrynevich
- A. Jinaru
- A. Juste Rozas
- A. Kaczmarska
- A. Kaluza
- A. Kamenshchikov
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- Y. Yasu
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- Y.C. Yap
- Y.F. Ryabov
- Y.K. Kim
- Y.L. Chan
- Y.L. Liu
- Y.S. Gao
- Yu.A. Tikhonov
- Z. Barnovska
- Z. Dolezal
- Z. Gecse
- Z. Hajduk
- Z. Hubacek
- Z. Idrissi
- Z. Liang
- Z. Marshall
- Z. Rurikova
- Z. Vykydal
- Z. Yan
- Z. Yang
- Z. Zhang
- Z. Zhao
- Z. Zinonos
- Z.D. Greenwood
- Z.H. Citron
- Z.J. Grout
- Z.M. Karpova
- Publication venue
- 'Elsevier BV'
- Publication date
- 01/01/2016
- Field of study
This paper describes a measurement of the inclusive top quark pair production cross-section (ÏttÂŻ) with a data sample of 3.2 fbâ1 of protonâproton collisions at a centre-of-mass energy of âs = 13 TeV, collected in 2015 by the ATLAS detector at the LHC. This measurement uses events with an opposite-charge electronâmuon pair in the final state. Jets containing b-quarks are tagged using an algorithm based on track impact parameters and reconstructed secondary vertices. The numbers of events with exactly one and exactly two b-tagged jets are counted and used to determine simultaneously ÏttÂŻ and the efficiency to reconstruct and b-tag a jet from a top quark decay, thereby minimising the associated systematic uncertainties. The cross-section is measured to be:
ÏttÂŻ = 818 ± 8 (stat) ± 27 (syst) ± 19 (lumi) ± 12 (beam) pb,
where the four uncertainties arise from data statistics, experimental and theoretical systematic effects, the integrated luminosity and the LHC beam energy, giving a total relative uncertainty of 4.4%. The result is consistent with theoretical QCD calculations at next-to-next-to-leading order. A fiducial measurement corresponding to the experimental acceptance of the leptons is also presented
- âŠ