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Thermal stability of stealth and de Sitter spacetimes in scalar-tensor gravity 标量张量引力中隐身和德西特时空的热稳定性
IF 4.4 2区 物理与天体物理 Q2 PHYSICS, PARTICLES & FIELDS Pub Date : 2023-07-15 DOI: 10.1140/epjc/s10052-023-11697-3
Serena Giardino, Andrea Giusti, Valerio Faraoni

Stealth solutions of scalar-tensor gravity and less-known de Sitter spaces that generalize them are analyzed regarding their possible role as thermal equilibria at non-zero temperature in the new first-order thermodynamics of scalar-tensor gravity. No stable equilibria are found, further validating the special role of general relativity as an equilibrium state in the landscape of gravity theories, seen through the lens of first-order thermodynamics.

分析了标量张量引力的隐身解和推广它们的鲜为人知的de Sitter空间在标量张量引力的新一阶热力学中的非零温度热平衡的可能作用。没有发现稳定的平衡态,这进一步验证了广义相对论作为一种平衡态在重力理论景观中的特殊作用,从一阶热力学的角度来看。
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引用次数: 2
Analysis of black hole solutions in parabolic class using neural networks 用神经网络分析抛物类黑洞解
IF 4.4 2区 物理与天体物理 Q2 PHYSICS, PARTICLES & FIELDS Pub Date : 2023-07-15 DOI: 10.1140/epjc/s10052-023-11781-8
Ehsan Hatefi, Armin Hatefi, Roberto J. López-Sastre

In this paper, we introduce a numerical method based on Artificial Neural Networks (ANNs) for the analysis of black hole solutions to the Einstein-axion-dilaton system in a high dimensional parabolic class. Leveraging a profile root-finding technique based on General Relativity we describe an ANN solver to directly tackle the system of ordinary differential equations. Through our extensive numerical analysis, we demonstrate, for the first time, that there is no self-similar critical solution for the parabolic class in the high dimensions of space-time. Specifically, we develop 95% ANN-based confidence intervals for all the solutions in their domains. At the 95% confidence level, our ANN estimators confirm that there is no black hole solution in higher dimensions, hence the gravitational collapse does not occur. Results provide some doubts about the universality of the Choptuik phenomena. Therefore, we conclude that the fastest-growing mode of the perturbations that determine the critical exponent does not exist for the parabolic class in the high dimensions.

本文介绍了一种基于人工神经网络(ann)的高维抛物类爱因斯坦-轴-膨胀系统黑洞解分析的数值方法。利用基于广义相对论的剖面寻根技术,我们描述了一个人工神经网络求解器来直接处理常微分方程系统。通过广泛的数值分析,我们首次证明了在高维时空中抛物线类不存在自相似临界解。具体来说,我们为其领域的所有解决方案开发了95%基于人工神经网络的置信区间。在95%的置信水平上,我们的人工神经网络估计器确认在更高的维度上不存在黑洞解,因此引力坍缩不会发生。结果对Choptuik现象的普遍性提出了一些质疑。因此,我们得出结论,决定高维抛物类临界指数的扰动的增长最快模式不存在。
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引用次数: 2
Shadow and stability of quantum-corrected black holes 量子修正黑洞的阴影和稳定性
IF 4.4 2区 物理与天体物理 Q2 PHYSICS, PARTICLES & FIELDS Pub Date : 2023-07-15 DOI: 10.1140/epjc/s10052-023-11800-8
Jinsong Yang, Cong Zhang, Yongge Ma

Recently the quantum Oppenheimer–Snyder gravitational collapse model has been proposed in loop quantum gravity, providing quantum-corrected Schwarzschild spacetimes as the exterior of the collapsing dust ball. In this paper, the quantum gravity effects on the black hole shadows in this model are studied, and the stability of the quantum-corrected black holes is also analyzed by calculating the quasinormal modes. It turns out that the quantum correction always shrinks the radius of shadows, and the quantum-corrected black holes are stable against the scalar and vector perturbations.

最近在圈量子引力中提出了量子奥本海默-斯奈德引力坍缩模型,提供了量子校正的史瓦西时空作为坍缩尘埃球的外部。本文研究了该模型中量子引力对黑洞阴影的影响,并通过计算准正态模分析了量子修正后黑洞的稳定性。结果表明,量子修正总是缩小阴影的半径,并且量子修正的黑洞在标量和矢量扰动下是稳定的。
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引用次数: 3
Probing regular MOG static spherically symmetric spacetime using greybody factors and quasinormal modes 利用灰体因子和拟正态模探测规则MOG静态球对称时空
IF 4.4 2区 物理与天体物理 Q2 PHYSICS, PARTICLES & FIELDS Pub Date : 2023-07-15 DOI: 10.1140/epjc/s10052-023-11804-4
Ahmad Al-Badawi

We investigate the behavior of the regular modified gravity (MOG) static spherically symmetric black hole (BH) under massless scalar perturbation, gravitational perturbation, and massless Dirac perturbation. The dimensionless parameter (left( alpha right) ) distinguishes this BH from a Schwarzschild BH. We derive the effective potential equations for three perturbations in the regular MOG BH. Using the derived potentials, we calculate the bounds of greybody factors (GFs). Next, we investigate the quasinormal mode (QNM) of the MOG BH by implementing the WKB method of sixth order. By analyzing the influence of the MOG parameter (alpha ) for the BH we study on GF and QNM, we found that as (alpha ) increases, the GFs increase proportionally. However, both gravitational wave oscillation frequency and damping decrease as (alpha ) increases. Moreover, we examine the behavior of QNMs by considering how their frequency changes with the shape of potentials. As a result, we found that the frequency behavior is like the quantum mechanical one. The faster the wave decays, the larger the potential.

研究了正则修正引力静态球对称黑洞在无质量标量扰动、引力扰动和无质量狄拉克扰动下的行为。无量纲参数(left( alpha right) )将这个黑洞与史瓦西黑洞区分开来。我们导出了规则MOG黑洞中三种微扰的有效势方程。利用得到的势,我们计算了灰体因子的边界。接下来,我们利用六阶WKB方法研究了MOG黑洞的准正态模态(QNM)。通过分析MOG参数(alpha )对BH对GF和QNM的影响,发现随着(alpha )的增大,GFs成比例地增大。而随着(alpha )的增大,引力波振荡频率和阻尼均减小。此外,我们通过考虑它们的频率如何随电位的形状而变化来检查QNMs的行为。结果,我们发现频率行为类似于量子力学行为。波衰减得越快,势能就越大。
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引用次数: 1
Parton labeling without matching: unveiling emergent labelling capabilities in regression models 没有匹配的Parton标记:揭示回归模型中的紧急标记能力
IF 4.4 2区 物理与天体物理 Q2 PHYSICS, PARTICLES & FIELDS Pub Date : 2023-07-15 DOI: 10.1140/epjc/s10052-023-11809-z
Shikai Qiu, Shuo Han, Xiangyang Ju, Benjamin Nachman, Haichen Wang

Parton labeling methods are widely used when reconstructing collider events with top quarks or other massive particles. State-of-the-art techniques are based on machine learning and require training data with events that have been matched using simulations with truth information. In nature, there is no unique matching between partons and final state objects due to the properties of the strong force and due to acceptance effects. We propose a new approach to parton labeling that circumvents these challenges by recycling regression models. The final state objects that are most relevant for a regression model to predict the properties of a particular top quark are assigned to said parent particle without having any parton-matched training data. This approach is demonstrated using simulated events with top quarks and outperforms the widely-used (chi ^2) method.

在用顶夸克或其他大质量粒子重建对撞机事件时,广泛使用帕顿标记方法。最先进的技术是基于机器学习的,需要训练数据与事件相匹配,使用模拟与真实信息相匹配。在自然界中,由于强作用力的性质和接受效应,部分与最终状态对象之间不存在唯一的匹配。我们提出了一种新的parton标记方法,通过循环回归模型来规避这些挑战。与回归模型预测特定顶夸克性质最相关的最终状态对象被分配给该母粒子,而无需任何部分匹配的训练数据。这种方法是用顶夸克模拟事件来证明的,并且优于广泛使用的(chi ^2)方法。
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引用次数: 2
Reconstruction of interactions in the ProtoDUNE-SP detector with Pandora 重建ProtoDUNE-SP探测器与潘多拉的相互作用
IF 4.4 2区 物理与天体物理 Q2 PHYSICS, PARTICLES & FIELDS Pub Date : 2023-07-14 DOI: 10.1140/epjc/s10052-023-11733-2
A. Abed Abud, B. Abi, R. Acciarri, M. A. Acero, M. R. Adames, G. Adamov, M. Adamowski, D. Adams, M. Adinolfi, C. Adriano, A. Aduszkiewicz, J. Aguilar, Z. Ahmad, J. Ahmed, B. Aimard, F. Akbar, B. Ali-Mohammadzadeh, K. Allison, S. Alonso Monsalve, M. AlRashed, C. Alt, A. Alton, R. Alvarez, P. Amedo, J. Anderson, C. Andreopoulos, M. Andreotti, M. Andrews, F. Andrianala, S. Andringa, N. Anfimov, A. Ankowski, M. Antoniassi, M. Antonova, A. Antoshkin, S. Antusch, A. Aranda-Fernandez, L. Arellano, L. O. Arnold, M. A. Arroyave, J. Asaadi, L. Asquith, A. Aurisano, V. Aushev, D. Autiero, V. Ayala Lara, M. Ayala-Torres, F. Azfar, A. Back, H. Back, J. J. Back, C. Backhouse, I. Bagaturia, L. Bagby, N. Balashov, S. Balasubramanian, P. Baldi, B. Baller, B. Bambah, F. Barao, G. Barenboim, G. Barker, W. Barkhouse, C. Barnes, G. Barr, J. Barranco Monarca, A. Barros, N. Barros, J. L. Barrow, A. Basharina-Freshville, A. Bashyal, V. Basque, C. Batchelor, J. Battat, F. Battisti, F. Bay, M. C. Q. Bazetto, J. L. Bazo Alba, J. F. Beacom, E. Bechetoille, B. Behera, E. Belchior Batista das Chagas, L. Bellantoni, G. Bellettini, V. Bellini, O. Beltramello, N. Benekos, C. Benitez Montiel, F. Bento Neves, J. Berger, S. Berkman, P. Bernardini, R. M. Berner, A. Bersani, S. Bertolucci, M. Betancourt, A. Betancur Rodríguez, A. Bevan, Y. Bezawada, A. T. Bezerra, T. J. Bezerra, A. Bhardwaj, V. Bhatnagar, M. Bhattacharjee, D. Bhattarai, S. Bhuller, B. Bhuyan, S. Biagi, J. Bian, M. Biassoni, K. Biery, B. Bilki, M. Bishai, A. Bitadze, A. Blake, F. D. M. Blaszczyk, G. C. Blazey, E. Blucher, J. Boissevain, S. Bolognesi, T. Bolton, L. Bomben, M. Bonesini, C. Bonilla-Diaz, F. Bonini, A. Booth, F. Boran, S. Bordoni, A. Borkum, N. Bostan, P. Bour, D. Boyden, J. Bracinik, D. Braga, D. Brailsford, A. Branca, A. Brandt, J. Bremer, C. Brew, S. J. Brice, C. Brizzolari, C. Bromberg, J. Brooke, A. Bross, G. Brunetti, M. Brunetti, N. Buchanan, H. Budd, I. Butorov, I. Cagnoli, T. Cai, D. Caiulo, R. Calabrese, P. Calafiura, J. Calcutt, M. Calin, S. Calvez, E. Calvo, A. Caminata, A. Campos Benitez, D. Caratelli, D. Carber, J. M. Carceller, G. Carini, B. Carlus, M. F. Carneiro, P. Carniti, I. Caro Terrazas, H. Carranza, T. Carroll, J. F. Castaño Forero, A. Castillo, C. Castromonte, E. Catano-Mur, C. Cattadori, F. Cavalier, G. Cavallaro, F. Cavanna, S. Centro, G. Cerati, A. Cervelli, A. Cervera Villanueva, M. Chalifour, A. Chappell, E. Chardonnet, N. Charitonidis, A. Chatterjee, S. Chattopadhyay, M. S. Chavarry Neyra, H. Chen, M. Chen, Y. Chen, Z. Chen, Z. Chen-Wishart, Y. Cheon, D. Cherdack, C. Chi, S. Childress, R. Chirco, A. Chiriacescu, K. Cho, S. Choate, D. Chokheli, P. S. Chong, A. Christensen, D. Christian, G. Christodoulou, A. Chukanov, M. Chung, E. Church, V. Cicero, P. Clarke, G. Cline, T. E. Coan, A. G. Cocco, J. Coelho, J. Collot, N. Colton, E. Conley, R. Conley, J. Conrad, M. Convery, S. Copello, P. Cova, L. Cremaldi, L. Cremonesi, J. I. Crespo-Anadón, M. Crisler, E. Cristaldo, J. Crnkovic, R. Cross, A. Cudd, C. Cuesta, Y. Cui, D. Cussans, J. Dai, O. Dalager, H. Da Motta, L. Da Silva Peres, C. David, Q. David, G. S. Davies, S. Davini, J. Dawson, K. De, S. De, P. Debbins, I. De Bonis, M. Decowski, A. De Gouvea, P. C. De Holanda, I. L. De Icaza Astiz, A. Deisting, P. De Jong, A. Delbart, V. De Leo, D. Delepine, M. Delgado, A. Dell’Acqua, N. Delmonte, P. De Lurgio, J. R. De Mello Neto, D. M. DeMuth, S. Dennis, C. Densham, G. W. Deptuch, A. De Roeck, V. De Romeri, G. De Souza, R. Devi, R. Dharmapalan, M. Dias, J. Diaz, F. Díaz, F. Di Capua, A. Di Domenico, S. Di Domizio, L. Di Giulio, P. Ding, L. Di Noto, G. Dirkx, C. Distefano, R. Diurba, M. Diwan, Z. Djurcic, D. Doering, S. Dolan, F. Dolek, M. Dolinski, L. Domine, Y. Donon, D. Douglas, A. Dragone, G. Drake, F. Drielsma, L. Duarte, D. Duchesneau, K. Duffy, P. Dunne, B. Dutta, H. Duyang, O. Dvornikov, D. Dwyer, A. Dyshkant, M. Eads, A. Earle, D. Edmunds, J. Eisch, L. Emberger, S. Emery, P. Englezos, A. Ereditato, T. Erjavec, C. Escobar, L. Escudero Sanchez, G. Eurin, J. J. Evans, E. Ewart, A. C. Ezeribe, K. Fahey, A. Falcone, M. Fani’, C. Farnese, Y. Farzan, D. Fedoseev, J. Felix, Y. Feng, E. Fernandez-Martinez, P. Fernandez Menendez, F. Ferraro, L. Fields, P. Filip, F. Filthaut, R. Fine, G. Fiorillo, M. Fiorini, V. Fischer, R. S. Fitzpatrick, W. Flanagan, B. Fleming, R. Flight, S. Fogarty, W. Foreman, J. Fowler, W. Fox, J. Franc, K. Francis, D. Franco, J. Freeman, J. Freestone, J. Fried, A. Friedland, S. Fuess, I. K. Furic, K. Furman, A. P. Furmanski, A. Gabrielli, A. Gago, H. Gallagher, A. Gallas, A. Gallego-Ros, N. Gallice, V. Galymov, E. Gamberini, T. Gamble, F. Ganacim, R. Gandhi, S. Ganguly, F. Gao, S. Gao, D. Garcia-Gamez, M. Á. García-Peris, S. Gardiner, D. Gastler, J. Gauvreau, P. Gauzzi, G. Ge, N. Geffroy, B. Gelli, A. Gendotti, S. Gent, Z. Ghorbani-Moghaddam, P. Giammaria, T. Giammaria, N. Giangiacomi, D. Gibin, I. Gil-Botella, S. Gilligan, C. Girerd, A. 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The Pandora Software Development Kit and algorithm libraries provide pattern-recognition logic essential to the reconstruction of particle interactions in liquid argon time projection chamber detectors. Pandora is the primary event reconstruction software used at ProtoDUNE-SP, a prototype for the Deep Underground Neutrino Experiment far detector. ProtoDUNE-SP, located at CERN, is exposed to a charged-particle test beam. This paper gives an overview of the Pandora reconstruction algorithms and how they have been tailored for use at ProtoDUNE-SP. In complex events with numerous cosmic-ray and beam background particles, the simulated reconstruction and identification efficiency for triggered test-beam particles is above 80% for the majority of particle type and beam momentum combinations. Specifically, simulated 1 GeV/c charged pions and protons are correctly reconstructed and identified with efficiencies of 86.1(pm 0.6)% and 84.1(pm 0.6)%, respectively. The efficiencies measured for test-beam data are shown to be within 5% of those predicted by the simulation.

潘多拉软件开发工具包和算法库提供模式识别逻辑必不可少的重建粒子相互作用在液态氩时间投影室探测器。潘多拉是ProtoDUNE-SP使用的主要事件重建软件,ProtoDUNE-SP是深地下中微子实验远探测器的原型。位于欧洲核子研究中心的ProtoDUNE-SP暴露在带电粒子测试束中。本文给出了潘多拉重建算法的概述,以及它们是如何被定制用于ProtoDUNE-SP的。在具有大量宇宙射线和光束背景粒子的复杂事件中,触发测试束粒子的模拟重建和识别效率在80以上% for the majority of particle type and beam momentum combinations. Specifically, simulated 1 GeV/c charged pions and protons are correctly reconstructed and identified with efficiencies of 86.1(pm 0.6)% and 84.1(pm 0.6)%, respectively. The efficiencies measured for test-beam data are shown to be within 5% of those predicted by the simulation.
{"title":"Reconstruction of interactions in the ProtoDUNE-SP detector with Pandora","authors":"A. Abed Abud,&nbsp;B. Abi,&nbsp;R. Acciarri,&nbsp;M. A. Acero,&nbsp;M. R. Adames,&nbsp;G. Adamov,&nbsp;M. Adamowski,&nbsp;D. Adams,&nbsp;M. Adinolfi,&nbsp;C. Adriano,&nbsp;A. Aduszkiewicz,&nbsp;J. Aguilar,&nbsp;Z. Ahmad,&nbsp;J. Ahmed,&nbsp;B. Aimard,&nbsp;F. Akbar,&nbsp;B. Ali-Mohammadzadeh,&nbsp;K. Allison,&nbsp;S. Alonso Monsalve,&nbsp;M. AlRashed,&nbsp;C. Alt,&nbsp;A. Alton,&nbsp;R. Alvarez,&nbsp;P. Amedo,&nbsp;J. Anderson,&nbsp;C. Andreopoulos,&nbsp;M. Andreotti,&nbsp;M. Andrews,&nbsp;F. Andrianala,&nbsp;S. Andringa,&nbsp;N. Anfimov,&nbsp;A. Ankowski,&nbsp;M. Antoniassi,&nbsp;M. Antonova,&nbsp;A. Antoshkin,&nbsp;S. Antusch,&nbsp;A. Aranda-Fernandez,&nbsp;L. Arellano,&nbsp;L. O. Arnold,&nbsp;M. A. Arroyave,&nbsp;J. Asaadi,&nbsp;L. Asquith,&nbsp;A. Aurisano,&nbsp;V. Aushev,&nbsp;D. Autiero,&nbsp;V. Ayala Lara,&nbsp;M. Ayala-Torres,&nbsp;F. Azfar,&nbsp;A. Back,&nbsp;H. Back,&nbsp;J. J. Back,&nbsp;C. Backhouse,&nbsp;I. Bagaturia,&nbsp;L. Bagby,&nbsp;N. Balashov,&nbsp;S. Balasubramanian,&nbsp;P. Baldi,&nbsp;B. Baller,&nbsp;B. Bambah,&nbsp;F. Barao,&nbsp;G. Barenboim,&nbsp;G. Barker,&nbsp;W. Barkhouse,&nbsp;C. Barnes,&nbsp;G. Barr,&nbsp;J. Barranco Monarca,&nbsp;A. Barros,&nbsp;N. Barros,&nbsp;J. L. Barrow,&nbsp;A. Basharina-Freshville,&nbsp;A. Bashyal,&nbsp;V. Basque,&nbsp;C. Batchelor,&nbsp;J. Battat,&nbsp;F. Battisti,&nbsp;F. Bay,&nbsp;M. C. Q. Bazetto,&nbsp;J. L. Bazo Alba,&nbsp;J. F. Beacom,&nbsp;E. Bechetoille,&nbsp;B. Behera,&nbsp;E. Belchior Batista das Chagas,&nbsp;L. Bellantoni,&nbsp;G. Bellettini,&nbsp;V. Bellini,&nbsp;O. Beltramello,&nbsp;N. Benekos,&nbsp;C. Benitez Montiel,&nbsp;F. Bento Neves,&nbsp;J. Berger,&nbsp;S. Berkman,&nbsp;P. Bernardini,&nbsp;R. M. Berner,&nbsp;A. Bersani,&nbsp;S. Bertolucci,&nbsp;M. Betancourt,&nbsp;A. Betancur Rodríguez,&nbsp;A. Bevan,&nbsp;Y. Bezawada,&nbsp;A. T. Bezerra,&nbsp;T. J. Bezerra,&nbsp;A. Bhardwaj,&nbsp;V. Bhatnagar,&nbsp;M. Bhattacharjee,&nbsp;D. Bhattarai,&nbsp;S. Bhuller,&nbsp;B. Bhuyan,&nbsp;S. Biagi,&nbsp;J. Bian,&nbsp;M. Biassoni,&nbsp;K. Biery,&nbsp;B. Bilki,&nbsp;M. Bishai,&nbsp;A. Bitadze,&nbsp;A. Blake,&nbsp;F. D. M. Blaszczyk,&nbsp;G. C. Blazey,&nbsp;E. Blucher,&nbsp;J. Boissevain,&nbsp;S. Bolognesi,&nbsp;T. Bolton,&nbsp;L. Bomben,&nbsp;M. Bonesini,&nbsp;C. Bonilla-Diaz,&nbsp;F. Bonini,&nbsp;A. Booth,&nbsp;F. Boran,&nbsp;S. Bordoni,&nbsp;A. Borkum,&nbsp;N. Bostan,&nbsp;P. Bour,&nbsp;D. Boyden,&nbsp;J. Bracinik,&nbsp;D. Braga,&nbsp;D. Brailsford,&nbsp;A. Branca,&nbsp;A. Brandt,&nbsp;J. Bremer,&nbsp;C. Brew,&nbsp;S. J. Brice,&nbsp;C. Brizzolari,&nbsp;C. Bromberg,&nbsp;J. Brooke,&nbsp;A. Bross,&nbsp;G. Brunetti,&nbsp;M. Brunetti,&nbsp;N. Buchanan,&nbsp;H. Budd,&nbsp;I. Butorov,&nbsp;I. Cagnoli,&nbsp;T. Cai,&nbsp;D. Caiulo,&nbsp;R. Calabrese,&nbsp;P. Calafiura,&nbsp;J. Calcutt,&nbsp;M. Calin,&nbsp;S. Calvez,&nbsp;E. Calvo,&nbsp;A. Caminata,&nbsp;A. Campos Benitez,&nbsp;D. Caratelli,&nbsp;D. Carber,&nbsp;J. M. Carceller,&nbsp;G. Carini,&nbsp;B. Carlus,&nbsp;M. F. Carneiro,&nbsp;P. Carniti,&nbsp;I. Caro Terrazas,&nbsp;H. Carranza,&nbsp;T. Carroll,&nbsp;J. F. Castaño Forero,&nbsp;A. Castillo,&nbsp;C. Castromonte,&nbsp;E. Catano-Mur,&nbsp;C. Cattadori,&nbsp;F. Cavalier,&nbsp;G. Cavallaro,&nbsp;F. Cavanna,&nbsp;S. Centro,&nbsp;G. Cerati,&nbsp;A. Cervelli,&nbsp;A. Cervera Villanueva,&nbsp;M. Chalifour,&nbsp;A. Chappell,&nbsp;E. Chardonnet,&nbsp;N. Charitonidis,&nbsp;A. Chatterjee,&nbsp;S. Chattopadhyay,&nbsp;M. S. Chavarry Neyra,&nbsp;H. Chen,&nbsp;M. Chen,&nbsp;Y. Chen,&nbsp;Z. Chen,&nbsp;Z. Chen-Wishart,&nbsp;Y. Cheon,&nbsp;D. Cherdack,&nbsp;C. Chi,&nbsp;S. Childress,&nbsp;R. Chirco,&nbsp;A. Chiriacescu,&nbsp;K. Cho,&nbsp;S. Choate,&nbsp;D. Chokheli,&nbsp;P. S. Chong,&nbsp;A. Christensen,&nbsp;D. Christian,&nbsp;G. Christodoulou,&nbsp;A. Chukanov,&nbsp;M. Chung,&nbsp;E. Church,&nbsp;V. Cicero,&nbsp;P. Clarke,&nbsp;G. Cline,&nbsp;T. E. Coan,&nbsp;A. G. Cocco,&nbsp;J. Coelho,&nbsp;J. Collot,&nbsp;N. Colton,&nbsp;E. Conley,&nbsp;R. Conley,&nbsp;J. Conrad,&nbsp;M. Convery,&nbsp;S. Copello,&nbsp;P. Cova,&nbsp;L. Cremaldi,&nbsp;L. Cremonesi,&nbsp;J. I. Crespo-Anadón,&nbsp;M. Crisler,&nbsp;E. Cristaldo,&nbsp;J. Crnkovic,&nbsp;R. Cross,&nbsp;A. Cudd,&nbsp;C. Cuesta,&nbsp;Y. Cui,&nbsp;D. Cussans,&nbsp;J. Dai,&nbsp;O. Dalager,&nbsp;H. Da Motta,&nbsp;L. Da Silva Peres,&nbsp;C. David,&nbsp;Q. David,&nbsp;G. S. Davies,&nbsp;S. Davini,&nbsp;J. Dawson,&nbsp;K. De,&nbsp;S. De,&nbsp;P. Debbins,&nbsp;I. De Bonis,&nbsp;M. Decowski,&nbsp;A. De Gouvea,&nbsp;P. C. De Holanda,&nbsp;I. L. De Icaza Astiz,&nbsp;A. Deisting,&nbsp;P. De Jong,&nbsp;A. Delbart,&nbsp;V. De Leo,&nbsp;D. Delepine,&nbsp;M. Delgado,&nbsp;A. Dell’Acqua,&nbsp;N. Delmonte,&nbsp;P. De Lurgio,&nbsp;J. R. De Mello Neto,&nbsp;D. M. DeMuth,&nbsp;S. Dennis,&nbsp;C. Densham,&nbsp;G. W. Deptuch,&nbsp;A. De Roeck,&nbsp;V. De Romeri,&nbsp;G. De Souza,&nbsp;R. Devi,&nbsp;R. Dharmapalan,&nbsp;M. Dias,&nbsp;J. Diaz,&nbsp;F. Díaz,&nbsp;F. Di Capua,&nbsp;A. Di Domenico,&nbsp;S. Di Domizio,&nbsp;L. Di Giulio,&nbsp;P. Ding,&nbsp;L. Di Noto,&nbsp;G. Dirkx,&nbsp;C. Distefano,&nbsp;R. Diurba,&nbsp;M. Diwan,&nbsp;Z. Djurcic,&nbsp;D. Doering,&nbsp;S. Dolan,&nbsp;F. Dolek,&nbsp;M. Dolinski,&nbsp;L. Domine,&nbsp;Y. Donon,&nbsp;D. Douglas,&nbsp;A. Dragone,&nbsp;G. Drake,&nbsp;F. Drielsma,&nbsp;L. Duarte,&nbsp;D. Duchesneau,&nbsp;K. Duffy,&nbsp;P. Dunne,&nbsp;B. Dutta,&nbsp;H. Duyang,&nbsp;O. Dvornikov,&nbsp;D. Dwyer,&nbsp;A. Dyshkant,&nbsp;M. Eads,&nbsp;A. Earle,&nbsp;D. Edmunds,&nbsp;J. Eisch,&nbsp;L. Emberger,&nbsp;S. Emery,&nbsp;P. Englezos,&nbsp;A. Ereditato,&nbsp;T. Erjavec,&nbsp;C. Escobar,&nbsp;L. Escudero Sanchez,&nbsp;G. Eurin,&nbsp;J. J. Evans,&nbsp;E. Ewart,&nbsp;A. C. Ezeribe,&nbsp;K. Fahey,&nbsp;A. Falcone,&nbsp;M. Fani’,&nbsp;C. Farnese,&nbsp;Y. Farzan,&nbsp;D. Fedoseev,&nbsp;J. Felix,&nbsp;Y. Feng,&nbsp;E. Fernandez-Martinez,&nbsp;P. Fernandez Menendez,&nbsp;F. Ferraro,&nbsp;L. Fields,&nbsp;P. Filip,&nbsp;F. Filthaut,&nbsp;R. Fine,&nbsp;G. Fiorillo,&nbsp;M. Fiorini,&nbsp;V. Fischer,&nbsp;R. S. Fitzpatrick,&nbsp;W. Flanagan,&nbsp;B. Fleming,&nbsp;R. Flight,&nbsp;S. Fogarty,&nbsp;W. Foreman,&nbsp;J. Fowler,&nbsp;W. Fox,&nbsp;J. Franc,&nbsp;K. Francis,&nbsp;D. Franco,&nbsp;J. Freeman,&nbsp;J. Freestone,&nbsp;J. Fried,&nbsp;A. Friedland,&nbsp;S. Fuess,&nbsp;I. K. Furic,&nbsp;K. Furman,&nbsp;A. P. Furmanski,&nbsp;A. Gabrielli,&nbsp;A. Gago,&nbsp;H. Gallagher,&nbsp;A. Gallas,&nbsp;A. Gallego-Ros,&nbsp;N. Gallice,&nbsp;V. Galymov,&nbsp;E. Gamberini,&nbsp;T. Gamble,&nbsp;F. Ganacim,&nbsp;R. Gandhi,&nbsp;S. Ganguly,&nbsp;F. Gao,&nbsp;S. Gao,&nbsp;D. Garcia-Gamez,&nbsp;M. Á. García-Peris,&nbsp;S. Gardiner,&nbsp;D. Gastler,&nbsp;J. Gauvreau,&nbsp;P. Gauzzi,&nbsp;G. Ge,&nbsp;N. Geffroy,&nbsp;B. Gelli,&nbsp;A. Gendotti,&nbsp;S. Gent,&nbsp;Z. Ghorbani-Moghaddam,&nbsp;P. Giammaria,&nbsp;T. Giammaria,&nbsp;N. Giangiacomi,&nbsp;D. Gibin,&nbsp;I. Gil-Botella,&nbsp;S. Gilligan,&nbsp;C. Girerd,&nbsp;A. Giri,&nbsp;D. Gnani,&nbsp;O. Gogota,&nbsp;M. Gold,&nbsp;S. Gollapinni,&nbsp;K. Gollwitzer,&nbsp;R. A. Gomes,&nbsp;L. Gomez Bermeo,&nbsp;L. S. Gomez Fajardo,&nbsp;F. Gonnella,&nbsp;D. González Caamaño,&nbsp;D. Gonzalez-Diaz,&nbsp;M. Gonzalez-Lopez,&nbsp;M. C. Goodman,&nbsp;O. Goodwin,&nbsp;S. Goswami,&nbsp;C. Gotti,&nbsp;E. Goudzovski,&nbsp;C. Grace,&nbsp;R. Gran,&nbsp;E. Granados,&nbsp;P. Granger,&nbsp;C. Grant,&nbsp;D. Gratieri,&nbsp;P. Green,&nbsp;S. Green,&nbsp;S. Greenberg,&nbsp;L. Greenler,&nbsp;J. Greer,&nbsp;J. Grenard,&nbsp;C. Griffith,&nbsp;M. Groh,&nbsp;J. Grudzinski,&nbsp;K. Grzelak,&nbsp;W. Gu,&nbsp;E. Guardincerri,&nbsp;V. Guarino,&nbsp;M. Guarise,&nbsp;R. Guenette,&nbsp;E. Guerard,&nbsp;M. Guerzoni,&nbsp;D. Guffanti,&nbsp;A. Guglielmi,&nbsp;B. Guo,&nbsp;A. Gupta,&nbsp;V. Gupta,&nbsp;K. Guthikonda,&nbsp;P. Guzowski,&nbsp;M. M. Guzzo,&nbsp;S. Gwon,&nbsp;C. Ha,&nbsp;K. Haaf,&nbsp;A. Habig,&nbsp;H. Hadavand,&nbsp;R. Haenni,&nbsp;A. Hahn,&nbsp;J. Haiston,&nbsp;P. Hamacher-Baumann,&nbsp;T. Hamernik,&nbsp;P. Hamilton,&nbsp;J. Han,&nbsp;D. A. Harris,&nbsp;J. Hartnell,&nbsp;T. Hartnett,&nbsp;J. Harton,&nbsp;T. Hasegawa,&nbsp;C. Hasnip,&nbsp;R. Hatcher,&nbsp;K. W. Hatfield,&nbsp;A. Hatzikoutelis,&nbsp;C. Hayes,&nbsp;K. Hayrapetyan,&nbsp;J. Hays,&nbsp;E. Hazen,&nbsp;M. He,&nbsp;A. Heavey,&nbsp;K. M. Heeger,&nbsp;J. Heise,&nbsp;S. Henry,&nbsp;M. Hernandez Morquecho,&nbsp;K. Herner,&nbsp;J. Hewes,&nbsp;C. Hilgenberg,&nbsp;T. Hill,&nbsp;S. J. Hillier,&nbsp;A. Himmel,&nbsp;E. Hinkle,&nbsp;L. R. Hirsch,&nbsp;J. Ho,&nbsp;J. Hoff,&nbsp;A. Holin,&nbsp;E. Hoppe,&nbsp;G. A. Horton-Smith,&nbsp;M. Hostert,&nbsp;A. Hourlier,&nbsp;B. Howard,&nbsp;R. Howell,&nbsp;I. Hristova,&nbsp;M. S. Hronek,&nbsp;J. Huang,&nbsp;Z. Hulcher,&nbsp;G. Iles,&nbsp;N. Ilic,&nbsp;A. M. Iliescu,&nbsp;R. Illingworth,&nbsp;G. Ingratta,&nbsp;A. Ioannisian,&nbsp;B. Irwin,&nbsp;L. Isenhower,&nbsp;R. Itay,&nbsp;C. M. Jackson,&nbsp;V. Jain,&nbsp;E. James,&nbsp;W. Jang,&nbsp;B. Jargowsky,&nbsp;F. Jediny,&nbsp;D. Jena,&nbsp;Y. Jeong,&nbsp;C. Jesús-Valls,&nbsp;X. Ji,&nbsp;J. Jiang,&nbsp;L. Jiang,&nbsp;S. Jiménez,&nbsp;A. Jipa,&nbsp;F. Joaquim,&nbsp;W. Johnson,&nbsp;N. Johnston,&nbsp;B. Jones,&nbsp;M. Judah,&nbsp;C. Jung,&nbsp;T. Junk,&nbsp;Y. Jwa,&nbsp;M. Kabirnezhad,&nbsp;A. Kaboth,&nbsp;I. Kadenko,&nbsp;I. Kakorin,&nbsp;A. Kalitkina,&nbsp;D. Kalra,&nbsp;F. Kamiya,&nbsp;D. M. Kaplan,&nbsp;G. Karagiorgi,&nbsp;G. Karaman,&nbsp;A. Karcher,&nbsp;M. Karolak,&nbsp;Y. Karyotakis,&nbsp;S. Kasai,&nbsp;S. P. Kasetti,&nbsp;L. Kashur,&nbsp;N. Kazaryan,&nbsp;E. Kearns,&nbsp;P. Keener,&nbsp;K. J. Kelly,&nbsp;E. Kemp,&nbsp;O. Kemularia,&nbsp;W. Ketchum,&nbsp;S. H. Kettell,&nbsp;M. Khabibullin,&nbsp;A. Khotjantsev,&nbsp;A. Khvedelidze,&nbsp;D. Kim,&nbsp;B. King,&nbsp;B. Kirby,&nbsp;M. Kirby,&nbsp;J. Klein,&nbsp;A. Klustova,&nbsp;T. Kobilarcik,&nbsp;K. Koehler,&nbsp;L. W. Koerner,&nbsp;D. H. Koh,&nbsp;S. Kohn,&nbsp;P. P. Koller,&nbsp;L. Kolupaeva,&nbsp;D. Korablev,&nbsp;M. Kordosky,&nbsp;T. Kosc,&nbsp;U. Kose,&nbsp;V. Kostelecky,&nbsp;K. Kothekar,&nbsp;R. Kralik,&nbsp;L. Kreczko,&nbsp;F. Krennrich,&nbsp;I. Kreslo,&nbsp;W. Kropp,&nbsp;T. Kroupova,&nbsp;S. Kubota,&nbsp;Y. Kudenko,&nbsp;V. A. Kudryavtsev,&nbsp;S. Kuhlmann,&nbsp;S. Kulagin,&nbsp;J. Kumar,&nbsp;P. Kumar,&nbsp;P. Kunze,&nbsp;R. Kuravi,&nbsp;N. Kurita,&nbsp;C. Kuruppu,&nbsp;V. Kus,&nbsp;T. Kutter,&nbsp;J. Kvasnicka,&nbsp;D. Kwak,&nbsp;A. Lambert,&nbsp;B. Land,&nbsp;C. E. Lane,&nbsp;K. Lang,&nbsp;T. Langford,&nbsp;M. Langstaff,&nbsp;J. Larkin,&nbsp;P. Lasorak,&nbsp;D. Last,&nbsp;A. Laundrie,&nbsp;G. Laurenti,&nbsp;A. Lawrence,&nbsp;I. Lazanu,&nbsp;R. LaZur,&nbsp;M. Lazzaroni,&nbsp;T. Le,&nbsp;S. Leardini,&nbsp;J. Learned,&nbsp;P. LeBrun,&nbsp;T. LeCompte,&nbsp;C. Lee,&nbsp;S. Lee,&nbsp;G. Lehmann Miotto,&nbsp;R. Lehnert,&nbsp;M. Leigui de Oliveira,&nbsp;M. Leitner,&nbsp;L. M. Lepin,&nbsp;S. Li,&nbsp;Y. Li,&nbsp;H. Liao,&nbsp;C. Lin,&nbsp;Q. Lin,&nbsp;S. Lin,&nbsp;R. A. Lineros,&nbsp;J. Ling,&nbsp;A. Lister,&nbsp;B. R. Littlejohn,&nbsp;J. Liu,&nbsp;Y. Liu,&nbsp;S. Lockwitz,&nbsp;T. Loew,&nbsp;M. Lokajicek,&nbsp;I. Lomidze,&nbsp;K. Long,&nbsp;T. Lord,&nbsp;J. LoSecco,&nbsp;W. C. Louis,&nbsp;X. Lu,&nbsp;K. Luk,&nbsp;B. Lunday,&nbsp;X. Luo,&nbsp;E. Luppi,&nbsp;T. Lux,&nbsp;V. P. Luzio,&nbsp;J. Maalmi,&nbsp;D. MacFarlane,&nbsp;A. Machado,&nbsp;P. Machado,&nbsp;C. Macias,&nbsp;J. Macier,&nbsp;A. Maddalena,&nbsp;A. Madera,&nbsp;P. Madigan,&nbsp;S. Magill,&nbsp;K. Mahn,&nbsp;A. Maio,&nbsp;A. Major,&nbsp;J. A. Maloney,&nbsp;G. Mandrioli,&nbsp;R. C. Mandujano,&nbsp;J. C. Maneira,&nbsp;L. Manenti,&nbsp;S. Manly,&nbsp;A. Mann,&nbsp;K. Manolopoulos,&nbsp;M. Manrique Plata,&nbsp;V. N. Manyam,&nbsp;M. Marchan,&nbsp;A. Marchionni,&nbsp;W. Marciano,&nbsp;D. Marfatia,&nbsp;C. Mariani,&nbsp;J. Maricic,&nbsp;R. Marie,&nbsp;F. Marinho,&nbsp;A. D. Marino,&nbsp;T. Markiewicz,&nbsp;D. Marsden,&nbsp;M. Marshak,&nbsp;C. Marshall,&nbsp;J. Marshall,&nbsp;J. Marteau,&nbsp;J. Martín-Albo,&nbsp;N. Martinez,&nbsp;D. A. Martinez Caicedo,&nbsp;P. Martínez Miravé,&nbsp;S. Martynenko,&nbsp;V. Mascagna,&nbsp;K. Mason,&nbsp;A. Mastbaum,&nbsp;F. Matichard,&nbsp;S. Matsuno,&nbsp;J. Matthews,&nbsp;C. Mauger,&nbsp;N. Mauri,&nbsp;K. Mavrokoridis,&nbsp;I. Mawby,&nbsp;R. Mazza,&nbsp;A. Mazzacane,&nbsp;E. Mazzucato,&nbsp;T. McAskill,&nbsp;E. McCluskey,&nbsp;N. McConkey,&nbsp;K. S. McFarland,&nbsp;C. McGrew,&nbsp;A. McNab,&nbsp;A. Mefodiev,&nbsp;P. Mehta,&nbsp;P. Melas,&nbsp;O. Mena,&nbsp;H. Mendez,&nbsp;P. Mendez,&nbsp;D. P. Méndez,&nbsp;A. Menegolli,&nbsp;G. Meng,&nbsp;M. Messier,&nbsp;W. Metcalf,&nbsp;M. Mewes,&nbsp;H. Meyer,&nbsp;T. Miao,&nbsp;G. Michna,&nbsp;V. Mikola,&nbsp;R. Milincic,&nbsp;G. Miller,&nbsp;W. Miller,&nbsp;J. Mills,&nbsp;O. Mineev,&nbsp;A. Minotti,&nbsp;O. G. Miranda,&nbsp;S. Miryala,&nbsp;C. Mishra,&nbsp;S. Mishra,&nbsp;A. Mislivec,&nbsp;M. Mitchell,&nbsp;D. Mladenov,&nbsp;I. Mocioiu,&nbsp;K. Moffat,&nbsp;N. Moggi,&nbsp;R. Mohanta,&nbsp;T. A. Mohayai,&nbsp;N. Mokhov,&nbsp;J. A. Molina,&nbsp;L. Molina Bueno,&nbsp;E. Montagna,&nbsp;A. Montanari,&nbsp;C. Montanari,&nbsp;D. Montanari,&nbsp;D. Montanino,&nbsp;L. M. Montaño Zetina,&nbsp;S. Moon,&nbsp;M. Mooney,&nbsp;A. F. Moor,&nbsp;D. Moreno,&nbsp;D. Moretti,&nbsp;C. Morris,&nbsp;C. Mossey,&nbsp;M. Mote,&nbsp;E. Motuk,&nbsp;C. A. Moura,&nbsp;J. Mousseau,&nbsp;G. Mouster,&nbsp;W. Mu,&nbsp;L. Mualem,&nbsp;J. Mueller,&nbsp;M. Muether,&nbsp;S. Mufson,&nbsp;F. Muheim,&nbsp;A. Muir,&nbsp;M. Mulhearn,&nbsp;D. Munford,&nbsp;H. Muramatsu,&nbsp;M. Murphy,&nbsp;S. Murphy,&nbsp;J. Musser,&nbsp;J. Nachtman,&nbsp;Y. Nagai,&nbsp;S. Nagu,&nbsp;M. Nalbandyan,&nbsp;R. Nandakumar,&nbsp;D. Naples,&nbsp;S. Narita,&nbsp;A. Nath,&nbsp;A. Navrer-Agasson,&nbsp;N. Nayak,&nbsp;M. Nebot-Guinot,&nbsp;K. Negishi,&nbsp;J. K. Nelson,&nbsp;J. Nesbit,&nbsp;M. Nessi,&nbsp;D. Newbold,&nbsp;M. Newcomer,&nbsp;H. Newton,&nbsp;R. Nichol,&nbsp;F. Nicolas-Arnaldos,&nbsp;A. Nikolica,&nbsp;E. Niner,&nbsp;K. Nishimura,&nbsp;A. Norman,&nbsp;A. Norrick,&nbsp;R. Northrop,&nbsp;P. Novella,&nbsp;J. A. Nowak,&nbsp;M. Oberling,&nbsp;J. Ochoa-Ricoux,&nbsp;A. Olivier,&nbsp;A. Olshevskiy,&nbsp;Y. Onel,&nbsp;Y. Onishchuk,&nbsp;J. Ott,&nbsp;L. Pagani,&nbsp;G. Palacio,&nbsp;O. Palamara,&nbsp;S. Palestini,&nbsp;J. M. Paley,&nbsp;M. Pallavicini,&nbsp;C. Palomares,&nbsp;W. Panduro Vazquez,&nbsp;E. Pantic,&nbsp;V. Paolone,&nbsp;V. Papadimitriou,&nbsp;R. Papaleo,&nbsp;A. Papanestis,&nbsp;S. Paramesvaran,&nbsp;S. Parke,&nbsp;E. Parozzi,&nbsp;Z. Parsa,&nbsp;M. Parvu,&nbsp;S. Pascoli,&nbsp;L. Pasqualini,&nbsp;J. Pasternak,&nbsp;J. Pater,&nbsp;C. Patrick,&nbsp;L. Patrizii,&nbsp;R. B. Patterson,&nbsp;S. Patton,&nbsp;T. Patzak,&nbsp;A. Paudel,&nbsp;B. Paulos,&nbsp;L. Paulucci,&nbsp;Z. Pavlovic,&nbsp;G. Pawloski,&nbsp;D. Payne,&nbsp;V. Pec,&nbsp;S. J. Peeters,&nbsp;A. Pena Perez,&nbsp;E. Pennacchio,&nbsp;A. Penzo,&nbsp;O. L. Peres,&nbsp;J. Perry,&nbsp;D. Pershey,&nbsp;G. Pessina,&nbsp;G. Petrillo,&nbsp;C. Petta,&nbsp;R. Petti,&nbsp;V. Pia,&nbsp;F. Piastra,&nbsp;L. Pickering,&nbsp;F. Pietropaolo,&nbsp;V. L. Pimentel,&nbsp;G. Pinaroli,&nbsp;K. Plows,&nbsp;R. Plunkett,&nbsp;F. Pompa,&nbsp;X. Pons,&nbsp;N. Poonthottathil,&nbsp;F. Poppi,&nbsp;S. Pordes,&nbsp;J. Porter,&nbsp;S. Porzio,&nbsp;M. Potekhin,&nbsp;R. Potenza,&nbsp;B. V. Potukuchi,&nbsp;J. Pozimski,&nbsp;M. Pozzato,&nbsp;S. Prakash,&nbsp;T. Prakash,&nbsp;M. Prest,&nbsp;S. Prince,&nbsp;F. Psihas,&nbsp;D. Pugnere,&nbsp;X. Qian,&nbsp;J. Raaf,&nbsp;V. Radeka,&nbsp;J. Rademacker,&nbsp;B. Radics,&nbsp;A. Rafique,&nbsp;E. Raguzin,&nbsp;M. Rai,&nbsp;M. Rajaoalisoa,&nbsp;I. Rakhno,&nbsp;A. Rakotonandrasana,&nbsp;L. Rakotondravohitra,&nbsp;R. Rameika,&nbsp;M. Ramirez Delgado,&nbsp;B. Ramson,&nbsp;A. Rappoldi,&nbsp;G. Raselli,&nbsp;P. Ratoff,&nbsp;S. Raut,&nbsp;H. Razafinime,&nbsp;R. Razakamiandra,&nbsp;E. M. Rea,&nbsp;J. S. Real,&nbsp;B. Rebel,&nbsp;R. Rechenmacher,&nbsp;M. Reggiani-Guzzo,&nbsp;J. Reichenbacher,&nbsp;S. D. Reitzner,&nbsp;H. Rejeb Sfar,&nbsp;A. Renshaw,&nbsp;S. Rescia,&nbsp;F. Resnati,&nbsp;M. Ribas,&nbsp;S. Riboldi,&nbsp;C. Riccio,&nbsp;G. Riccobene,&nbsp;L. C. Rice,&nbsp;J. S. Ricol,&nbsp;A. Rigamonti,&nbsp;Y. Rigaut,&nbsp;E. V. Rincón,&nbsp;H. Ritchie-Yates,&nbsp;D. Rivera,&nbsp;A. Robert,&nbsp;J. Rocabado Rocha,&nbsp;L. Rochester,&nbsp;M. Roda,&nbsp;P. Rodrigues,&nbsp;J. V. Rodrigues da Silva Leite,&nbsp;M. J. Rodriguez Alonso,&nbsp;J. Rodriguez Rondon,&nbsp;S. Rosauro-Alcaraz,&nbsp;P. Rosier,&nbsp;B. Roskovec,&nbsp;M. Rossella,&nbsp;M. Rossi,&nbsp;J. Rout,&nbsp;P. Roy,&nbsp;A. Rubbia,&nbsp;C. Rubbia,&nbsp;B. Russell,&nbsp;D. Ruterbories,&nbsp;A. Rybnikov,&nbsp;A. Saa-Hernandez,&nbsp;R. Saakyan,&nbsp;S. Sacerdoti,&nbsp;N. Sahu,&nbsp;P. Sala,&nbsp;N. Samios,&nbsp;O. Samoylov,&nbsp;M. Sanchez,&nbsp;V. Sandberg,&nbsp;D. A. Sanders,&nbsp;D. Sankey,&nbsp;N. Saoulidou,&nbsp;P. Sapienza,&nbsp;C. Sarasty,&nbsp;I. Sarcevic,&nbsp;G. Savage,&nbsp;V. Savinov,&nbsp;A. Scaramelli,&nbsp;A. Scarff,&nbsp;A. Scarpelli,&nbsp;T. Schefke,&nbsp;H. Schellman,&nbsp;S. Schifano,&nbsp;P. Schlabach,&nbsp;D. Schmitz,&nbsp;A. W. Schneider,&nbsp;K. Scholberg,&nbsp;A. Schukraft,&nbsp;E. Segreto,&nbsp;A. Selyunin,&nbsp;C. R. Senise Jr.,&nbsp;J. Sensenig,&nbsp;D. Sgalaberna,&nbsp;M. Shaevitz,&nbsp;S. Shafaq,&nbsp;F. Shaker,&nbsp;M. Shamma,&nbsp;R. Sharankova,&nbsp;H. R. Sharma,&nbsp;R. Sharma,&nbsp;R. K. Sharma,&nbsp;K. Shaw,&nbsp;T. Shaw,&nbsp;K. Shchablo,&nbsp;C. Shepherd-Themistocleous,&nbsp;A. Sheshukov,&nbsp;S. Shin,&nbsp;I. Shoemaker,&nbsp;D. Shooltz,&nbsp;R. Shrock,&nbsp;H. Siegel,&nbsp;L. Simard,&nbsp;J. Sinclair,&nbsp;G. Sinev,&nbsp;J. Singh,&nbsp;J. Singh,&nbsp;L. Singh,&nbsp;P. Singh,&nbsp;V. Singh,&nbsp;R. Sipos,&nbsp;F. Sippach,&nbsp;G. Sirri,&nbsp;A. Sitraka,&nbsp;K. Siyeon,&nbsp;K. Skarpaas,&nbsp;E. Smith,&nbsp;P. Smith,&nbsp;J. Smolik,&nbsp;M. Smy,&nbsp;E. Snider,&nbsp;P. Snopok,&nbsp;D. Snowden-Ifft,&nbsp;M. Soares Nunes,&nbsp;H. Sobel,&nbsp;M. Soderberg,&nbsp;S. Sokolov,&nbsp;C. J. Solano Salinas,&nbsp;S. Söldner-Rembold,&nbsp;S. Soleti,&nbsp;N. Solomey,&nbsp;V. Solovov,&nbsp;W. E. Sondheim,&nbsp;M. Sorel,&nbsp;A. Sotnikov,&nbsp;J. Soto-Oton,&nbsp;F. Soto Ugaldi,&nbsp;A. Sousa,&nbsp;K. Soustruznik,&nbsp;F. Spagliardi,&nbsp;M. Spanu,&nbsp;J. Spitz,&nbsp;N. J. C. Spooner,&nbsp;K. Spurgeon,&nbsp;M. Stancari,&nbsp;L. Stanco,&nbsp;C. Stanford,&nbsp;R. Stein,&nbsp;H. Steiner,&nbsp;A. F. Steklain Lisbôa,&nbsp;J. Stewart,&nbsp;B. Stillwell,&nbsp;J. Stock,&nbsp;F. Stocker,&nbsp;T. Stokes,&nbsp;M. Strait,&nbsp;T. Strauss,&nbsp;L. Strigari,&nbsp;A. Stuart,&nbsp;J. G. Suarez,&nbsp;J. Suárez Sunción,&nbsp;H. Sullivan,&nbsp;A. Surdo,&nbsp;V. Susic,&nbsp;L. Suter,&nbsp;C. Sutera,&nbsp;Y. Suvorov,&nbsp;R. Svoboda,&nbsp;B. Szczerbinska,&nbsp;A. M. Szelc,&nbsp;N. Talukdar,&nbsp;H. Tanaka,&nbsp;S. Tang,&nbsp;B. Tapia Oregui,&nbsp;A. Tapper,&nbsp;S. Tariq,&nbsp;E. Tarpara,&nbsp;N. Tata,&nbsp;E. Tatar,&nbsp;R. Tayloe,&nbsp;A. Teklu,&nbsp;P. Tennessen,&nbsp;M. Tenti,&nbsp;K. Terao,&nbsp;C. A. Ternes,&nbsp;F. Terranova,&nbsp;G. Testera,&nbsp;T. Thakore,&nbsp;A. Thea,&nbsp;C. Thorn,&nbsp;S. Timm,&nbsp;V. Tishchenko,&nbsp;L. Tomassetti,&nbsp;A. Tonazzo,&nbsp;D. Torbunov,&nbsp;M. Torti,&nbsp;M. Tortola,&nbsp;F. Tortorici,&nbsp;N. Tosi,&nbsp;D. Totani,&nbsp;M. Toups,&nbsp;C. Touramanis,&nbsp;R. Travaglini,&nbsp;J. Trevor,&nbsp;S. Trilov,&nbsp;W. H. Trzaska,&nbsp;Y. Tsai,&nbsp;Y. Tsai,&nbsp;Z. Tsamalaidze,&nbsp;K. Tsang,&nbsp;N. Tsverava,&nbsp;S. Z. Tu,&nbsp;S. Tufanli,&nbsp;C. Tull,&nbsp;J. Tyler,&nbsp;E. Tyley,&nbsp;M. Tzanov,&nbsp;L. Uboldi,&nbsp;M. A. Uchida,&nbsp;J. Urheim,&nbsp;T. Usher,&nbsp;S. Uzunyan,&nbsp;M. R. Vagins,&nbsp;P. Vahle,&nbsp;S. Valder,&nbsp;G. D. Valdiviesso,&nbsp;E. Valencia,&nbsp;R. Valentim,&nbsp;Z. Vallari,&nbsp;E. Vallazza,&nbsp;J. W. Valle,&nbsp;S. Vallecorsa,&nbsp;R. Van Berg,&nbsp;R. G. Van de Water,&nbsp;D. Vanegas Forero,&nbsp;D. Vannerom,&nbsp;F. Varanini,&nbsp;D. Vargas Oliva,&nbsp;G. Varner,&nbsp;J. Vasel,&nbsp;S. Vasina,&nbsp;G. Vasseur,&nbsp;N. Vaughan,&nbsp;K. Vaziri,&nbsp;S. Ventura,&nbsp;A. Verdugo,&nbsp;S. Vergani,&nbsp;M. A. Vermeulen,&nbsp;M. Verzocchi,&nbsp;M. Vicenzi,&nbsp;H. Vieira de Souza,&nbsp;C. Vignoli,&nbsp;C. Vilela,&nbsp;B. Viren,&nbsp;T. Vrba,&nbsp;T. Wachala,&nbsp;A. V. Waldron,&nbsp;M. Wallbank,&nbsp;C. Wallis,&nbsp;T. Walton,&nbsp;H. Wang,&nbsp;J. Wang,&nbsp;L. Wang,&nbsp;M. H. Wang,&nbsp;X. Wang,&nbsp;Y. Wang,&nbsp;Y. Wang,&nbsp;K. Warburton,&nbsp;D. Warner,&nbsp;M. Wascko,&nbsp;D. Waters,&nbsp;A. Watson,&nbsp;K. Wawrowska,&nbsp;P. Weatherly,&nbsp;A. Weber,&nbsp;M. Weber,&nbsp;H. Wei,&nbsp;A. Weinstein,&nbsp;D. Wenman,&nbsp;M. Wetstein,&nbsp;A. White,&nbsp;L. H. Whitehead,&nbsp;D. Whittington,&nbsp;M. J. Wilking,&nbsp;A. Wilkinson,&nbsp;C. Wilkinson,&nbsp;Z. Williams,&nbsp;F. Wilson,&nbsp;R. J. Wilson,&nbsp;W. Wisniewski,&nbsp;J. Wolcott,&nbsp;T. Wongjirad,&nbsp;A. Wood,&nbsp;K. Wood,&nbsp;E. Worcester,&nbsp;M. Worcester,&nbsp;K. Wresilo,&nbsp;C. Wret,&nbsp;W. Wu,&nbsp;W. Wu,&nbsp;Y. Xiao,&nbsp;B. Yaeggy,&nbsp;E. Yandel,&nbsp;G. Yang,&nbsp;K. Yang,&nbsp;T. Yang,&nbsp;A. Yankelevich,&nbsp;N. Yershov,&nbsp;K. Yonehara,&nbsp;Y. Yoon,&nbsp;T. Young,&nbsp;B. Yu,&nbsp;H. Yu,&nbsp;H. Yu,&nbsp;J. Yu,&nbsp;Y. Yu,&nbsp;W. Yuan,&nbsp;R. Zaki,&nbsp;J. Zalesak,&nbsp;L. Zambelli,&nbsp;B. Zamorano,&nbsp;A. Zani,&nbsp;L. Zazueta,&nbsp;G. Zeller,&nbsp;J. Zennamo,&nbsp;K. Zeug,&nbsp;C. Zhang,&nbsp;S. Zhang,&nbsp;Y. Zhang,&nbsp;M. Zhao,&nbsp;E. Zhivun,&nbsp;G. Zhu,&nbsp;E. D. Zimmerman,&nbsp;S. Zucchelli,&nbsp;J. Zuklin,&nbsp;V. Zutshi,&nbsp;R. Zwaska,&nbsp;DUNE Collaboration","doi":"10.1140/epjc/s10052-023-11733-2","DOIUrl":"10.1140/epjc/s10052-023-11733-2","url":null,"abstract":"<div><p>The Pandora Software Development Kit and algorithm libraries provide pattern-recognition logic essential to the reconstruction of particle interactions in liquid argon time projection chamber detectors. Pandora is the primary event reconstruction software used at ProtoDUNE-SP, a prototype for the Deep Underground Neutrino Experiment far detector. ProtoDUNE-SP, located at CERN, is exposed to a charged-particle test beam. This paper gives an overview of the Pandora reconstruction algorithms and how they have been tailored for use at ProtoDUNE-SP. In complex events with numerous cosmic-ray and beam background particles, the simulated reconstruction and identification efficiency for triggered test-beam particles is above 80% for the majority of particle type and beam momentum combinations. Specifically, simulated 1 GeV/<i>c</i> charged pions and protons are correctly reconstructed and identified with efficiencies of 86.1<span>(pm 0.6)</span>% and 84.1<span>(pm 0.6)</span>%, respectively. The efficiencies measured for test-beam data are shown to be within 5% of those predicted by the simulation.</p></div>","PeriodicalId":788,"journal":{"name":"The European Physical Journal C","volume":"83 7","pages":""},"PeriodicalIF":4.4,"publicationDate":"2023-07-14","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"https://link.springer.com/content/pdf/10.1140/epjc/s10052-023-11733-2.pdf","citationCount":null,"resultStr":null,"platform":"Semanticscholar","paperid":"4576733","PeriodicalName":null,"FirstCategoryId":null,"ListUrlMain":null,"RegionNum":2,"RegionCategory":"物理与天体物理","ArticlePicture":[],"TitleCN":null,"AbstractTextCN":null,"PMCID":"OA","EPubDate":null,"PubModel":null,"JCR":null,"JCRName":null,"Score":null,"Total":0}
引用次数: 2
Tree and 1-loop fundamental BCJ relations from soft theorems 从软定理出发的树和1环基本BCJ关系
IF 4.4 2区 物理与天体物理 Q2 PHYSICS, PARTICLES & FIELDS Pub Date : 2023-07-14 DOI: 10.1140/epjc/s10052-023-11698-2
Fang-Stars Wei, Kang Zhou

We provide a new derivation of the fundamental BCJ relation among double-color-ordered tree amplitudes of bi-adjoint scalar theory, based on the leading soft theorem for external scalars. Then, we generalize the fundamental BCJ relation to 1-loop Feynman integrands. We also use the fundamental BCJ relation to understand Adler’s zero for tree amplitudes of the nonlinear sigma model and Born–Infeld theory.

本文基于外部标量的软定理,给出了双伴随标量理论中双色有序树幅之间的基本BCJ关系的一个新的推导。然后,我们将基本的BCJ关系推广到1环Feynman积分。我们还使用基本的BCJ关系来理解非线性sigma模型和Born-Infeld理论的树振幅的Adler零。
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引用次数: 1
Stability and Hawking-Page-like phase transition of phantom AdS black holes 幻影AdS黑洞的稳定性和类霍金- page相变
IF 4.4 2区 物理与天体物理 Q2 PHYSICS, PARTICLES & FIELDS Pub Date : 2023-07-14 DOI: 10.1140/epjc/s10052-023-11766-7
Haximjan Abdusattar

In this work, we investigate the thermodynamic stability and phase structure of AdS black holes with either a Maxwell field (where we revisit past studies) or a phantom field. We conduct a comprehensive analysis of the free energy and temperature of these systems in both the canonical and grand canonical ensembles. Our findings reveal the occurrence of a phase transition in the grand canonical ensemble, resembling the Hawking-Page-like phase transition observed between the thermal radiation of AdS spacetime and thermodynamically stable large black holes. We present graphical representations of these phase transitions on free energy-temperature diagrams for the black holes. Completing our study, we obtain the transition temperature, minimum temperature and their dual relations.

在这项工作中,我们研究了在麦克斯韦场(我们回顾了过去的研究)或幻影场下AdS黑洞的热力学稳定性和相结构。我们对这些系统在正则系综和大正则系综中的自由能和温度进行了全面的分析。我们的发现揭示了在大正则系综中发生的相变,类似于在AdS时空热辐射和热力学稳定的大黑洞之间观察到的霍金-佩奇相变。我们在黑洞的自由能量-温度图上给出了这些相变的图形表示。我们得到了相变温度、最低温度及其对偶关系。
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引用次数: 1
Noether symmetry approach in scalar-torsion (f(T,phi )) gravity 标量扭转中的诺特对称方法(f(T,phi ))重力
IF 4.4 2区 物理与天体物理 Q2 PHYSICS, PARTICLES & FIELDS Pub Date : 2023-07-14 DOI: 10.1140/epjc/s10052-023-11792-5
L. K. Duchaniya, B. Mishra, Jackson Levi Said

The Noether Symmetry approach is applied to study an extended teleparallel (f(T,phi )) gravity that contains the torsion scalar T and the scalar field (phi ) in the context of an Friedmann–Lemaître–Robertson–Walker space-time. We investigate the Noether symmetry approach in (f(T,phi )) gravity formalism with the specific form of (f(T,phi )) and analyze how to demonstrate a nontrivial Noether vector. The Noether symmetry method is a helpful resource for generating models and finding out the exact solution of the Lagrangian. In this article, we go through how the Noether symmetry approach enables us to define the form of the function (f(T,phi )) and obtain exact cosmological solutions. We also find the analytical cosmological solutions to the field equations, that is consistent with the Noether symmetry. Our results demonstrate that the obtained solutions enable an accelerated expansion of the Universe. We have also obtained the present value of the Hubble parameter, deceleration parameter, and effective equation of state parameter, which is fit in the range of current cosmological observations.

应用Noether对称方法研究了在friedman - lema - robertson - walker时空中包含扭转标量T和标量场(phi )的扩展遥平行(f(T,phi ))引力。我们研究了(f(T,phi ))重力形式中特定形式(f(T,phi ))的Noether对称方法,并分析了如何证明一个非平凡的Noether向量。诺特对称法是生成模型和求拉格朗日精确解的有效方法。在本文中,我们将介绍诺特对称方法如何使我们能够定义函数(f(T,phi ))的形式并获得精确的宇宙学解。我们还找到了场方程的解析宇宙学解,这与诺特对称是一致的。我们的结果表明,得到的解使宇宙的加速膨胀成为可能。我们还得到了哈勃参数、减速参数和有效状态方程参数的现值,在目前的宇宙学观测范围内是拟合的。
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引用次数: 1
The structure of the (mathcal{N}=4) supersymmetric linear (W_{infty }[lambda ]) algebra (mathcal{N}=4)超对称线性(W_{infty}[lambda])代数的结构
IF 4.4 2区 物理与天体物理 Q2 PHYSICS, PARTICLES & FIELDS Pub Date : 2023-07-14 DOI: 10.1140/epjc/s10052-023-11752-z
Changhyun Ahn

For the vanishing deformation parameter (lambda ), the full structure of the (anti)commutator relations in the (mathcal{N}=4) supersymmetric linear (W_{infty }[lambda =0]) algebra is obtained for arbitrary weights (h_1) and (h_2) of the currents appearing on the left hand sides in these (anti)commutators. The (w_{1+infty }) algebra can be seen from this by taking the vanishing limit of other deformation parameter q with the proper contractions of the currents. For the nonzero (lambda ), the complete structure of the (mathcal{N}=4) supersymmetric linear (W_{infty }[lambda ]) algebra is determined for the arbitrary weight (h_1) together with the constraint (h_1-3 le h_2 le h_1+1). The additional structures on the right hand sides in the (anti)commutators, compared to the above (lambda =0) case, arise for the arbitrary weights (h_1) and (h_2) where the weight (h_2) is outside of above region.

对于消失变形参数(lambda ),对于出现在这些(反)换向子左侧的电流的任意权值(h_1)和(h_2),获得了(mathcal{N}=4)超对称线性(W_{infty }[lambda =0])代数中(反)换向子关系的完整结构。通过取其他变形参数q随电流适当收缩的消失极限,可以得到(w_{1+infty })代数。对于非零(lambda ),对于任意权值(h_1)和约束(h_1-3 le h_2 le h_1+1),确定了(mathcal{N}=4)超对称线性(W_{infty }[lambda ])代数的完整结构。与上述(lambda =0)情况相比,(反)换向器右侧的附加结构出现在任意权值(h_1)和(h_2)中,其中权值(h_2)在上述区域之外。
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引用次数: 0
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The European Physical Journal C
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