2025-11-21 04:10 |
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2025-11-04 04:14 |
Towards a topological data analysis for heavy-ion collisions
/ Capellino, Federica (Darmstadt, GSI) ; Dubla, Andrea (Darmstadt, GSI) ; Masciocchi, Silvia (Darmstadt, GSI ; Heidelberg U.) ; Nijs, Govert (CERN) ; Spitz, Daniel (Leipzig, Max Planck Inst.)
The collective expansion of the quark-gluon plasma (QGP) created in heavy-ion collisions suggests that geometry-inspired approaches can be useful in extracting information about the QGP. In this work, a systematic study of observables based on topological data analysis is provided for simulations of heavy-ion collisions. [...]
arXiv:2509.02339; CERN-TH-2025-168.-
2025-11-25 - 15 p.
- Published in : Phys. Rev. C 112 (2025) 054909
Fulltext: 2509.02339 - PDF; document - PDF;
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2025-08-14 05:01 |
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2025-07-24 04:52 |
Gravitational Wave Scattering on Magnetic Fields
/ Domcke, Valerie (CERN) ; Garcia-Cely, Camilo (Valencia U., IFIC) ; Lee, Sung Mook (CERN)
The conversion of gravitational to electromagnetic waves in the presence of background magnetic fields is known as the inverse Gertsenshtein effect, analogous to the Primakoff effect for axions. Rephrasing this conversion as a classical electrodynamics problem in the far-field regime of a magnetized region, we derive the angular distribution of the intensity and polarization of the emitted electromagnetic waves. [...]
arXiv:2507.16609; CERN-TH-2025-142.-
2025 - 47 p.
- Published in : JCAP 2511 (2025) 016
Fulltext: 2507.16609 - PDF; document - PDF;
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2025-07-24 04:36 |
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2025-07-24 04:36 |
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2025-07-22 04:19 |
CP violation in $K\toμ^+μ^-$ with and without time dependence through a tagged analysis
/ D'Ambrosio, Giancarlo (INFN, Naples) ; Dery, Avital (CERN) ; Grossman, Yuval (Cornell U., LEPP) ; Kitahara, Teppei (Chiba U. ; KMI, Nagoya ; Nagoya U.) ; Marchevski, Radoslav (EPFL, Lausanne, LPPC) ; Martínez Santos, Diego (U. A Coruna) ; Schacht, Stefan (Durham U., IPPP)
We point out that using current knowledge of ${\cal B}(K^0_L\toμ^+μ^-)$ and $ {\cal B}(K^0_L\to γγ)$, one can extract short-distance information from the combined measurement of the time-integrated CP asymmetry, $A_{\rm CP}(K^0\toμ^+μ^-)$, and of ${\cal B}(K^0_S\toμ^+μ^-)$. We discuss the interplay between this set of observables, and demonstrate that determining ${\rm sign}[A_{\rm CP}(K^0\toμ^+μ^-)]$ would eliminate the discrete ambiguity in the Standard Model prediction for ${\cal B}(K^0_L\toμ^+μ^-)$. [...]
arXiv:2507.13445; CERN-TH-2025-047; CHIBA-EP-272; IPPP/25/46.-
2025-09-24 - 26 p.
- Published in : JHEP 2509 (2025) 190
Fulltext: 2507.13445 - PDF; document - PDF;
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2025-07-22 04:19 |
Perfect spinfluid: A divergence-type approach
/ Abboud, Nick (Illinois U., Urbana) ; Gavassino, Lorenzo (Vanderbilt U. (main) ; Vanderbilt U.) ; Singh, Rajeev (West Timisoara U.) ; Speranza, Enrico (CERN ; Florence U.)
We present a new formulation of non-dissipative relativistic spin hydrodynamics that incorporates spin degrees of freedom into the divergence-type theory framework. Due to the divergence-type structure, it is straightforward to enforce non-linear causality and symmetric hyperbolicity of the equations of motion, ensuring local well-posedness of the initial-value problem and stability of the theory. [...]
arXiv:2506.19786; CERN-TH-2025-121.-
2025-11-21 - 16 p.
- Published in : Phys. Rev. D 112 (2025) 094043
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2025-07-17 04:10 |
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2025-07-09 08:26 |
Superadditivity at Large Charge
/ Cohen, Timothy (CERN ; EPFL, Lausanne, LPTP ; Oregon U.) ; Fadakar, Ipak (EPFL, Lausanne, LPTP ; Pisa, Scuola Normale Superiore) ; Gomes, Andrew (EPFL, Lausanne, LPTP) ; Monin, Alexander (South Carolina U.) ; Rattazzi, Riccardo (EPFL, Lausanne, LPTP)
The weak gravity conjecture has been invoked to conjecture that the dimensions of charged operators in a CFT should obey a superadditivity relation (sometimes referred to as convexity). In this paper, we study superadditivity of the operator spectrum in theories expanded about the semi-classical saddle point that dominates correlators of large charge operators. [...]
arXiv:2503.16603; CERN-TH-2025-036.-
2025 - 27 p.
- Published in : JHEP 2507 (2025) 113
Fulltext: 2503.16603 - PDF; document - PDF;
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