Spherical Code Key Distribution Protocols for Qubits
arXiv:quant-ph/0402135 · doi:10.1103/PhysRevA.70.052314
Abstract
Recently spherical codes were introduced as potentially more capable ensembles for quantum key distribution. Here we develop specific key creation protocols for the two qubit-based spherical codes, the trine and tetrahedron, and analyze them in the context of a suitably-tailored intercept/resend attack, both in standard form, and a ``gentler'' version whose back-action on the quantum state is weaker. When compared to the standard unbiased basis protocols, BB84 and six-state, two distinct advantages are found. First, they offer improved tolerance of eavesdropping, the trine besting its counterpart BB84 and the tetrahedron the six-state protocol. Second, the key error rate may be computed from the sift rate of the protocol itself, removing the need to sacrifice key bits for this purpose. This simplifies the protocol and improves the overall key rate.
4 pages revtex, 2 figures; clarified security analysis. Final version for publication
References in corpus (5)
- Simple Proof of Security of the BB84 Quantum Key Distribution Protocol
- Optimal eavesdropping in quantum cryptography with six states
- Robust polarization-based quantum key distribution over collective-noise channel
- Asymmetric quantum cloning machines in any dimension
- Experimental realization of optimal detection strategies for overcomplete states
Cited by in corpus (39)
- Simulating positive-operator-valued measures with projective measurements
- Quantum Cloning Machines and the Applications
- Minimal Informationally Complete Measurements for Pure States
- Unconditional Security of Three State Quantum Key Distribution Protocols
- Self-testing non-projective quantum measurements in prepare-and-measure experiments
- On Approximately Symmetric Informationally Complete Positive Operator-Valued Measures and Related Systems of Quantum States
- Experimental characterisation of unsharp qubit observables and sequential measurement incompatibility via quantum random access codes
- Experimental Eavesdropping Based on Optimal Quantum Cloning
- On SIC-POVMs in Prime Dimensions
- Equiangular Spherical Codes in Quantum Cryptography
- Generalized decoding, effective channels, and simplified security proofs in quantum key distribution
- Simulating all quantum measurements using only projective measurements and postselection
- Symmetric extension in two-way quantum key distribution
- Semi-device-independent certification of independent quantum state and measurement devices
- Using quantum routers to implement quantum message authentication and Bell-state manipulation
- Classical Cost of Transmitting a Qubit
- Experimental realization of equiangular three-state quantum key distribution
- Device-independent self-testing of unsharp measurements
- Enhanced discrimination of high-dimensional quantum states by concatenated optimal measurement strategies
- Experimental hybrid quantum-classical reinforcement learning by boson sampling: how to train a quantum cloner
- The Physics of Quantum Information: Complementarity, Uncertainty, and Entanglement
- Unbounded Sharing of Nonlocality Using Projective Measurements
- Simulation of positive operator-valued measures and quantum instruments via quantum state preparation algorithms
- Quantifying entanglement of two-qubit Werner states
- On single-photon quantum key distribution in the presence of loss
- Multi-particle and High-dimension Controlled Order Rearrangement Encryption Protocols
- Coherence based on positive operator-valued measures for standard and concatenated quantum state discrimination with inconclusive results
- Luminescence-induced noise in single photon sources based on BBO crystals
- Immunity of information encoded in decoherence-free subspaces to particle loss
- Experimental optimal discrimination of states of a qubit with fixed rates of inconclusive outcomes
- Minimal scheme for certifying three-outcome qubit measurements in the prepare-and-measure scenario
- General measurements with limited resources and their application to quantum unambiguous state discrimination
- Unconditional Security of a -State Quantum Key Distribution Protocol
- All classes of informationally complete symmetric measurements in finite dimensions
- Experimental certification of ensembles of high-dimensional quantum states with independent quantum devices
- Equiangular quantum key distribution in more than two dimensions
- Certifying asymmetry in the configuration of three qubits
- Codes for Key Generation in Quantum Cryptography
- Maximal device-independent randomness in every dimension