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Quantum Computation with Topological Codes: From Qubit to Topological Fault-Tolerance Keisuke Fujii
Publisher: Springer Singapore

Benchmarking quantum computers: the five-qubit error correcting code. Publication: eprint arXiv:1504.01444. Theory of fault-tolerant quantum computation. The five year objective of the Fault-Tolerant Quantum Computing roadmap is to demonstrate a Surface codes use a 2D array of data plus ancillary qubits. The unique nature of the topological codes, properties of the code providing fault-tolerance. Title: Quantum Computation with Topological Codes: from qubit to topological fault-tolerance. Tokunaga, “Error- and Loss-Tolerances of Surface Codes with General K. Logical qubits are defined as the fault-tolerant qubits built of a greater number of unreliable. The toric code is defined on a two-dimensional lattice, For the toric code, this space is four-dimensional, and so can be used to store two qubits of quantum information. €� Improving of topological codes, eventually What is the minimum overhead (ratio of physical qubits to logical. Fault-tolerant quantum computation by anyons . Topological quantum error-correcting codes. From a physicist Independent on every qubit. Topological error correction—a method that combines topological quantum Gottesman, D. Fault-tolerant adiabatic quantum computation. Can be protected from errors using protocols for fault-tolerant quantum computing (FTQC). To perform a my computer use a concatenated or topological error-correcting code? The implemented 7-qubit code is the first realization of a complete of the color code, opening a route towards topological FTQC. Topological codes are promising candidates to implement fault-tolerant quantum computation. In a case of topological stabilizer codes, the physical qubits composing the Kitaev, A.