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#quantum simulation

8 results
quant-ph2019

Generation and manipulation of Schrödinger cat states in Rydberg atom arrays

Ahmed Omran, Harry Levine, Alexander Keesling +16

The paper demonstrates deterministic creation of multi‑qubit Greenberger‑Horne‑Zeilinger (GHZ) Schrödinger cat states using a programmable array of neutral atoms with Rydberg inter…

#rydberg atom arrays#ghz states#quantum entanglement#quantum simulation
quant-ph2019

Topological quantum walks: theory and experiments

Jizhou Wu, Wei-Wei Zhang, Barry C. Sanders

The paper reviews recent theoretical and experimental work on topological quantum walks, highlighting how these walks can reveal topological properties of quantum systems and serve…

#topological quantum walks#topological phases#quantum simulation#experimental implementation
quant-ph2019

Unifying the Clifford Hierarchy via Symmetric Matrices over Rings

Narayanan Rengaswamy, Robert Calderbank, Henry D. Pfister

The paper shows that diagonal gates in the Clifford hierarchy can be described by quadratic forms over the integer ring \(\mathbb{Z}_{2^k}\) using symmetric matrices, linking these…

#clifford hierarchy#diagonal gates#symplectic matrices#quantum simulation
quant-ph2019

Quantum algorithm for calculating molecular vibronic spectra

Nicolas P. D. Sawaya, Joonsuk Huh

The paper introduces a quantum algorithm for computing molecular vibronic spectra that naturally incorporates vibrational anharmonicity and retains post‑measurement state informati…

#vibronic spectra#quantum algorithms#anharmonicity#molecular spectroscopy
nucl-th2019

Opportunities for Nuclear Physics & Quantum Information Science

Ian C. Cloët, Matthew R. Dietrich, John Arrington +23

This whitepaper reports on a 2018 workshop that explored collaborative opportunities between nuclear physics and quantum information science, covering topics such as quantum comput…

#nuclear physics#quantum computing#quantum simulation#quantum sensing
quant-ph2019

Finding the ground state of the Hubbard model by variational methods on a quantum computer with gate errors

Jan-Michael Reiner, Frank Wilhelm-Mauch, Gerd Schön +1

The paper investigates how gate errors affect the variational Hamiltonian ansatz (VHA) when used to approximate the ground state of the Hubbard model on near-term quantum computers…

#variational algorithms#hubbard model#gate errors#quantum simulation
cond-mat.str-el2019

SU(3) Fermions on the Honeycomb Lattice at 1/3-Filling

Sangwoo S. Chung, Philippe Corboz

The paper maps out the ground‑state phases of the repulsive SU(3) Hubbard model on a honeycomb lattice at one‑third filling using infinite projected entangled‑pair state tensor net…

#su(3) fermions#honeycomb lattice#hubbard model#tensor networks
cond-mat.quant-gas2019

Glassy Dynamics from Quark Confinement: Atomic Quantum Simulation of Gauge-Higgs Model on Lattice

Jonghoon Park, Yoshihito Kuno, Ikuo Ichinose

The authors simulate a U(1) gauge‑Higgs model using ultra‑cold Bose gases in extended Bose‑Hubbard lattices, map its confinement, Coulomb and Higgs phases, and explore glassy quant…

#quantum simulation#gauge theory#extended bose-hubbard model#glassy dynamics