#quantum simulation

29 results
quant-ph2026

Structure-Preserving Quantum Simulation of Wave Equations on a Trapped-Ion Processor

Abhishek Shringi, Hsuan-Cheng Wu, Ahmed Shokry +2

The authors design and benchmark Fourier-based quantum circuits that preserve structure for simulating one- and two-dimensional acoustic wave and Dirac equations on a trapped‑ion p…

#quantum simulation#wave equations#trapped-ion processor#Fourier-based circuits
quant-ph2026

Benchmarking Quantum Simulations of the Lipkin-Meshkov-Glick Model Using Large Tensor Networks

Maggie Bao, Rushil Dandamudi, Jerimiah Wright +4

The paper benchmarks classical tensor‑network methods (DMRG) against NISQ quantum algorithms (VQE and SQD) for computing ground‑state energies of the Lipkin‑Meshkov‑Glick model, pr…

#quantum simulation#tensor networks#dmrg#vqe
hep-lat2026

Confinement and String Breaking in the Compact Abelian Higgs Model

Blake Senseman, Zane Ozzello, Yannick Meurice +1

The paper introduces a spin‑1 truncated version of the Compact Abelian Higgs Model implemented on qutrit sites to study confinement and string breaking in 1+1‑dimensional scalar el…

#compact abelian higgs model#confinement#string breaking#quantum simulation
quant-ph2026

Lattice Quantum Chromodynamics for Quantum Simulations

Luis Hidalgo, Patrick Draper

The paper presents a framework for simulating lattice SU(Nc) gauge theories with quarks on quantum computers, demonstrating noiseless quantum simulations of QCD (Nc=3) on small lat…

#lattice gauge theory#quantum simulation#staggered fermions#Wilson fermions
quant-ph2026

Finite size scaling of bitstring probability distributions for Rydberg arrays

Zane Ozzello, Avi Kaufman, Yannick Meurice

The paper studies how the probabilities of measured bitstrings from the vacuum of Rydberg atom ladders change with system size, showing that low‑probability states become numerous…

#rydberg atoms#bitstring probability#finite-size scaling#cumulative distribution
quant-ph2026

Optimising Trotter-Suzuki Simulations of Markovian Open Quantum Systems via Classical Search

S. M. Pillay, I. J. David, I. Sinayskiy +1

The paper derives analytic bounds for first- and second-order deterministic and randomized Trotter‑Suzuki product formulas for simulating Markovian open quantum systems, and introd…

#open quantum systems#trotter-suzuki decomposition#quantum simulation#resource estimation
quant-ph2026

Training Quantum Dragons

Muhammad Yusf, Bhola Devkota, Mark A. Novotny +1

The paper presents a quantum computing implementation of the Non-Equilibrium Green's Function method to calculate transmission in quantum‑dragon nanodevices using HHL and variation…

#quantum algorithms#nano-scale electron transport#tight-binding model#quantum simulation
quant-ph2026

Mean-field Pulse Adaptation for the Circularization of Interacting Rydberg Atoms

Matthias Hüls, Felix Motzoi, Tommaso Calarco +1

The paper presents a mean‑field model that allows pulse sequences optimized for non‑interacting atoms to be adapted for interacting Rydberg atoms, enabling efficient simulation of…

#rydberg atoms#circularization#mean-field approximation#pulse shaping
quant-ph2026

Observable Estimation in the Absence of Classical Verification

Samantha V. Barron, Bradley Mitchell, Vinay Tripathi +45

The paper proposes a framework to independently validate observable estimates from quantum computers when classical benchmarks are unavailable, using experiments such as the operat…

#quantum simulation#observable estimation#verification without classical benchmarks#noise modeling
quant-ph2026

State preparation and detection for quantum simulation of particle collisions

Federica Maria Surace, Sary Bseiso, John Preskill

The paper proposes practical protocols for preparing incoming wave‑packet states and detecting outgoing scattering products in analog and digital quantum simulators, using an auxil…

#quantum simulation#state preparation#scattering detection#many-body dynamics
hep-lat2026

Fermion-doubling problem in Chiral discretizations of Quantum field theory: Definitive proof, Fixing, and Computation of two-point correlation function

Dogukan Bakircioglu, Pablo Arnault

The paper provides a rigorous proof that the Dirac quantum cellular automaton suffers from fermion doubling (though less severely than standard lattice gauge theories), derives its…

#fermion doubling#quantum cellular automata#lattice gauge theory#Dirac equation
quant-ph2026

phase2: Full-State Vector Simulation of Quantum Time Evolution at Scale

Marek Miller, Jakob Günther, Freek Witteveen +5

phase2 is a full-state-vector quantum simulator that efficiently handles many-qubit Pauli rotation circuits on distributed CPU/GPU clusters, achieving large speedups and scaling to…

#quantum simulation#state vector#pauli rotations#gpu acceleration
quant-ph2026

Binary Gauss Stabilizers for Abelian Lattice Gauge Theories

Matteo Turco, Luca Spagnoli, Alessandro Roggero

The paper introduces binary Gauss stabilizers for discrete Abelian lattice gauge theories with Z_N groups (N a power of two), providing an alternative to Gauss operators that can b…

#lattice gauge theory#quantum error correction#stabilizer codes#abelian gauge groups
quant-ph2026

Designing quantum technologies with a quantum computer

Juan Naranjo, Thi Ha Kyaw, Gaurav Saxena +2

The paper presents a quantum‑computer‑aided framework for simulating solid‑state spin systems, using advanced qudit‑to‑qubit mappings and a selected quantum Krylov fast‑forwarding…

#solid-state spin systems#quantum simulation#nitrogen vacancy center#quantum algorithms
hep-ph2026

Quantum Computing Hadron Fragmentation Functions in Light-Front Chromodynamics

Juan José Gálvez-Viruet, Felipe J. Llanes-Estrada, Nicolás Martínez de Arenaza +2

The paper introduces a quantum‑simulation framework based on light‑front QCD to compute hadron fragmentation functions from first principles, and demonstrates it by calculating the…

#quantum computing#light-front quantization#fragmentation functions#hadron physics
quant-ph2026

Effective Noise Mitigation via Quantum Circuit Learning in Quantum Simulation of Integrable Spin Chains

Wenlong Zhao, Yimeng Zhang, Yan Guo +3

The paper introduces a noise‑mitigation approach for near‑term quantum devices that uses Quantum Circuit Learning to train shallow variational circuits to approximate deeper time‑e…

#quantum circuit learning#noise mitigation#integrable spin chains#variational quantum algorithms
quant-ph2026

A versatile laser-machined rf trap for arrays of 100+ ions

Frank G. Schroer, Ilyoung Jung, Thomas W. Burkle +4

The paper presents a laser‑machined macroscopic rf ion trap built from stacked fused‑silica wafers that can hold over 100 ions in one‑dimensional strings or two‑dimensional arrays,…

#ion traps#rf trap design#large ion crystals#laser machining
quant-ph2026

Benchmarking quantum simulation at scale

Jeremy Hartse, Mohsin Raza, Shravan Shravan +2

The paper introduces a scalable verification method for non‑equilibrium quantum simulations using stabilizer scars, enabling efficient fidelity estimation and providing a benchmark…

#quantum simulation#benchmarking#many-body scars#fidelity estimation
quant-ph2026

Nonplanar qubit with tunable gauge symmetry

Muqing Yu, Han Bi, Hengli Lo +6

The authors build a non‑planar superconducting qubit using a 3×3 crossbar Josephson array that exhibits a flux‑tunable \(\mathbb{Z}_3\) combinatorial gauge symmetry, and demonstrat…

#superconducting qubits#non-planar circuits#gauge symmetry#z3 symmetry
cond-mat.quant-gas2026

Majorana string simulation of nonequilibrium dynamics in two-dimensional lattice fermion systems

Matteo D'Anna, Jannes Nys, Juan Carrasquilla

The paper presents a Heisenberg-picture algorithm that uses a Majorana-string representation to simulate real-time dynamics of fermionic systems, especially in two dimensions, with…

#fermion dynamics#majorana strings#quantum simulation#tensor networks
quant-ph2026

Towards Chemically Accurate and Scalable Quantum Simulations on IQM Quantum Hardware: A Quantum-HPC Hybrid Approach

Anurag K. S. V., Ashish Kumar Patra, Manas Mukherjee +5

The paper presents large‑scale experiments on IQM’s 24‑qubit superconducting processor, using up to 16 qubits and sample‑based quantum diagonalization with various ansätze to compu…

#quantum simulation#molecular electronic structure#variational ansatz#hybrid quantum‑classical
quant-ph2026

Quantum PDE Solvers in Practice: Application-Driven Benchmarking of the Heat Equation

Mahmoud Elkarargy, Abdelaziz Rahwan, Abdelrahman Elsayed +1

The paper introduces a reproducible benchmark for solving the 1‑D Dirichlet heat equation on quantum computers, comparing eleven different quantum PDE solver kernels across various…

#quantum algorithms#partial differential equations#benchmarking#heat equation
physics.atom-ph2026

A cryogenic neutral-atom platform with full optical access and 2-hour trap lifetime

Akhil Kumar, Lorenzo Festa, Avishay Grinberg +10

The paper presents a cryogenic neutral‑atom setup that achieves up to two‑hour vacuum‑limited trapping of single 88Sr atoms in an optical tweezer array while maintaining full optic…

#neutral atoms#optical tweezers#cryogenic platform#long trap lifetime
quant-ph2026

Variational simulation of higher-spin systems on qubit-based quantum simulators

Chufan Lyu, Zuoheng Zou, Xusheng Xu +2

The paper proposes a variational framework for simulating higher‑spin (d‑level) models on qubit‑based quantum simulators, using penalty terms to suppress unphysical states and comp…

#variational quantum algorithms#quantum simulation#higher-spin systems#qubit encoding
← Prev1 / 2Next →