2026-03-20 13:19 |
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2026-03-19 16:31 |
[PUBDB-2026-01008]
Master Thesis
Witt, M. ; Gallo-Voss, E.
Search for CP violation in the tau Yukawa coupling with the CMS Run 3 data
110 pp. (2026)2026 = Masterarbeit, University of Hamburg, 2026
This thesis presents a precision measurement of the CP properties of the Higgs tau Yukawa coupling, focusing on the H → τ τ → μa3pr 1 +3ν decay channel with ggF and VBF production.The study uses proton–proton collisions data recorded by CMS in 2022 and 2023 at √s = 13.6TeV, corresponding to an integrated luminosity of 62.4 fb−1. The CP-mixing angle αHττ is determined via the coplanarity angle ϕCP . [...]
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2026-03-19 11:16 |
[PUBDB-2026-01006]
Journal Article
Verma, A. K. ; Gupta, R. ; Gupta, P. ; et al
Effect of Al doping on structural, electronic, mechanical, and optical properties of VN thin films
In this work, we present a comprehensive study of Al doped VN thin films with x = 0, 35, 60, 71, 84, 100 % in V$_{1−x}$Al$_x$N. These samples were deposited using a reactive magnetron sputtering process at room temperature (300 K), keeping the partial nitrogen gas flow fixed at 25 % [...]
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2026-03-19 10:29 |
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2026-03-19 10:26 |
[PUBDB-2026-01004]
Journal Article
Bianco, S. ; Depta, P. F. ; Frerick, J. ; et al
Photo- and hadrodisintegration constraints on massive relics decaying into neutrinos
[DESY-25-056; ULB-TH/25-03; arXiv:2505.01492]
We perform a detailed study of the cosmological constraints on the decay of a relic particle ϕ into neutrinos, ϕ → νν̅, in particular those arising from the observed light-element abundances in the early Universe. Several processes are relevant, including final-state radiation associated with the decay, as well as subsequent interactions of the injected neutrinos with the thermal background neutrinos or between themselves. [...]
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2026-03-18 15:00 |
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2026-03-17 10:48 |
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2026-03-17 10:45 |
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2026-03-17 10:42 |
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2026-03-17 10:30 |
[PUBDB-2026-00988]
Preprint
Fazeny, A. ; Burger, M. ; Pietschmann, J.-F.
Optimal transport on gas networks
[arXiv:2405.01698]
This paper models gas networks as metric graphs, with isothermal Euler equations at the edges, Kirchhoff's law at interior vertices and time-(in)dependent boundary conditions at boundary vertices. For this setup, a generalized $p$-Wasserstein metric in a dynamic formulation is introduced and utilized to derive $p$-Wasserstein gradient flows, specifically focusing on the non-standard case $p = 3$..
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