A Novel Bulk-Optics Scheme for Quantum Walk with High Phase Stability
arXiv:1901.10966
Abstract
A novel bulk optics scheme for quantum walks is presented. It consists of a one-dimensional lattice built on two concatenated displaced Sagnac interferometers that make it possible to reproduce all the possible trajectories of an optical quantum walk. Because of the closed loop configuration, the interferometric structure is intrinsically stable in phase. Moreover, the lattice structure is highly configurable, as any phase component perceived by the walker is accessible, and finally, all output modes can be measured at any step of the quantum walk evolution. We report here on the experimental implementation of ordered and disordered quantum walks.
arXiv commentThis manuscript is organized in 5 sections, containing 8 pages and 7 figures
References in corpus (17)
- Quantum Cryptography
- The Quantum Internet
- Optical Quantum Computing
- A Quantum Random Walk Search Algorithm
- Quantum walks of correlated particles
- Quantum Computational Supremacy
- Observation of topologically protected bound states in a one dimensional photonic system
- Photons Walking the Line: A quantum walk with adjustable coin operations
- Two-particle bosonic-fermionic quantum walk via 3D integrated photonics
- Exploring Topological Phases With Quantum Walks
- Anderson localization of entangled photons in an integrated quantum walk
- Decoherence and disorder in quantum walks: From ballistic spread to localization
- Quantum walks in higher dimensions
- Connecting the discrete and continuous-time quantum walks
- Localization and its consequences for quantum walk algorithms and quantum communication
- Memory-induced anomalous dynamics: emergence of diffusion, subdiffusion, and superdiffusion from a single random walk model
- Quantum simulation of bosonic-fermionic non-interacting particles in disordered systems via quantum walk