Approach to realizing nonadiabatic geometric gates with prescribed evolution paths
K. Z. Li, P. Z. Zhao, D. M. Tong
Abstract
The authors put forward an approach to the realization of nonadiabatic geometric quantum computation, by which a universal set of nonadiabatic geometric gates can be realized with any desired evolution paths. This approach makes it possible to realize geometric quantum computation with an economical evolution time, so that the influence of environment noises on the quantum gates can be minimized further
Topics & Concepts
Realization (probability)Quantum computerQuantum gateQuantumComputationSet (abstract data type)Geometric phasePhysicsComputer scienceGeometric shapeUniversal setMathematicsQuantum systemTopology (electrical circuits)Quantum mechanicsGeometric networksQuantum algorithmQuantum processQuantum operationQuantum error correctionKey (lock)AlgorithmGeometric modelingQuantum networkQuantum logicOpen quantum systemQuantum Information and CryptographyQuantum Computing Algorithms and ArchitectureLaser-Matter Interactions and Applications