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| Typ | Amount | VAT | Currency | Share | Status | Cost centre |
| APC | 2484.97 | 0.00 | EUR | 100.00 % | (Zahlung erfolgt) | 9001010 / 476151 |
| Sum | 2484.97 | 0.00 | EUR | |||
| Total | 2484.97 |
| Journal Article | PUBDB-2026-02204 |
; ;
2026
APS
College Park, MD
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Please use a persistent id in citations: doi:10.1103/f93h-rlzy doi:10.3204/PUBDB-2026-02204
Report No.: arXiv:2505.21240
Abstract: Scattering processes are essential for understanding the structure of matter, yet their real-time dynamics remain challenging to simulate classically. Quantum computers offer a promising path toward efficient simulation of such physical systems. Here, we present a general and scalable framework for simulating meson scattering in lattice gauge theories on digital quantum hardware. Our approach addresses two key challenges: First, we introduce a symmetry-preserving quantum subspace expansion method for constructing high-fidelity meson creation operators across a wide range of coupling and momenta. Second, we design a quantum circuit for meson wave packet preparation using Givens rotations, improving accuracy while reducing circuit depth compared to existing approaches. We demonstrate the method in a (1+1)-dimensional Z2 gauge theory and explore meson scattering dynamics with tensor network simulations. We study both elastic and inelastic scattering and provide a comprehensive characterization of the scattering process in terms of energy transfer, entanglement entropy, and heavier particle production during the dynamics. Our work provides a scalable, nonvariational approach for simulating meson scattering on near-term quantum devices and offers a concrete strategy for probing nonperturbative dynamics in confining gauge theories.
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Preprint
Scalable Quantum Algorithm for Meson Scattering in a Lattice Gauge Theory
(2025)
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