Fluxon-based generation of graph states in Josephson qubits
arXiv:0905.2242 · doi:10.1143/JPSJ.78.103801
Abstract
Graph states are a special kind of multiparticle entangled state with great potential for applications in quantum information technologies, especially in measurement-based quantum computers. These states cause significant reductions of the number of qubits needed for a given computation, leading to shorter execution time. Here we propose a simple scheme for generating such graph states by using special gate operations, i.e., control-phase and swap gate operations, inherent in superconducting quantum nanocircuits.
References in corpus (10)
- Experimental One-Way Quantum Computing
- Multi-party entanglement in graph states
- Superconducting Circuits and Quantum Information
- Optical quantum computation using cluster states
- Quantum metamaterials: Electromagnetic waves in a Josephson qubit line
- Deterministic generation of large cluster states using non-deterministic collective measurements based on quantum Zeno effect
- Producing cluster states in charge qubits and flux qubits
- Efficient one-step generation of large cluster states with solid-state circuits
- Simple unconventional geometric scenario of one-way quantum computation with superconducting qubits inside a cavity
- Efficient growth of complex graph states via imperfect path erasure