Energy protection arguments fail in the interaction picture
arXiv:0705.2370 · doi:10.1103/PhysRevA.76.022327
Abstract
Spin Hamiltonians with degenerate ground states are one potential system for the storage of quantum information at low temperatures. Trapped ions can be used to simulate the dynamics of these Hamiltonians, but the coherence-preserving properties will be lost. This illustrates that a quantum simulation performed in an interaction frame will not thermalize with its environment.
7 pages, minor changes to figures and text
References in corpus (25)
- Fault-tolerant quantum computation by anyons
- Decoherence Free Subspaces for Quantum Computation
- Noiseless Quantum Codes
- A toolbox for lattice spin models with polar molecules
- Multi-particle entanglement of hot trapped ions
- A Theory of Fault-Tolerant Quantum Computation
- Effective quantum spin systems with ion traps
- Operator Quantum Error Correcting Subsystems for Self-Correcting Quantum Memories
- Robustness of adiabatic quantum computation
- Long-lived qubit memory using atomic ions
- Confinement-Higgs transition in a disordered gauge theory and the accuracy threshold for quantum memory
- Adiabatic Quantum Computation in Open Systems
- Topologically protected quantum bits from Josephson junction arrays
- NMR Based Quantum Information Processing: Achievements and Prospects
- Coherence of qubits based on single Ca ions
- Spin-dependent forces on trapped ions for phase-stable quantum gates and motional Schrodinger-cat states
- The Quantum Compass Model on the Square Lattice
- Entanglement of Trapped-Ion Clock States
- Hyperfine Coherence in the Presence of Spontaneous Photon Scattering
- Limitations of Quantum Simulation Examined by Simulating a Pairing Hamiltonian using Nuclear Magnetic Resonance
- Liquid state NMR simulations of quantum many-body problems
- Coherence-Preserving Quantum Bits
- Quantum Dot Cluster State Computing with Encoded Qubits
- Topologically decoherence-protected qubits with trapped ions
- Automatic Quantum Error Correction
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- Laserless trapped-ion quantum simulations without spontaneous scattering using microtrap arrays
- Rashba cavity QED: a route towards the superradiant quantum phase transition
- Stroboscopic Generation of Topological Protection
- Finite temperature quantum simulation of stabilizer Hamiltonians
- Simulating spin systems with Majorana networks
- Monte Carlo analysis of critical phenomenon of the Ising model on memory stabilizer structures