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Z-boson quantum tomography at next-to-leading order

2025/09/24 by Morgan Del Gratta, F. Fabbri, Del Gratta, Morgan +11 · 2 citations
Computer Science · Physics and Astronomy · #Quantum Information and Cryptography #Quantum Computing Algorithms and Architecture #Quantum Mechanics and Applications

paper · pdf · doi:10.48550/arxiv.2509.20456

Abstract

We investigate the origin of the unusually large electroweak (EW) radiative effects observed in the extraction of the spin-density matrix and related observables at colliders, focusing on leptonic Z-boson decays. We compute the Z-boson-decay spin-density matrix at next-to-leading order (NLO) and find that, while its analytic structure remains essentially unchanged with respect to leading order, the EW corrections induce a sizeable -35% shift in the spin-analysing-power parameter η_ℓ. This effect alone accounts for the striking size of the corrections. For boosted Z bosons, we further show that the treatment of photon radiation in lepton-dressing algorithms significantly affects the extraction of spin-density-matrix coefficients at NLO and must be carefully controlled. To address these challenges, we propose a quantum tomography procedure that is applicable to any final state with one or more on-shell Z bosons that is robust under higher-order corrections. We illustrate its validity and limitations in \textrmpp → \textrmZZ → 4ℓ and in heavy (M_\textrmH>2 M_\textrmZ) Higgs-boson decay \textrmH→ \textrmZZ → 4ℓ.

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