2010Chinese Journal of Quantum ElectronicsRequires access

Design and optimization of quantum error-correction circuit with module

Guangjun Xie

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Abstract

The 3-qubit error-correction quantum circuit is realized and optimized in the non-measuring condition.The modular thought is presented to design and optimize the quantum error-correction circuit. With the quantum bits increasing,the error-correction circuit of 3-qubits can be used in the error-correction circuit of 5-qubits as a module.The error-correction circuit of 5-qubits can be used in the error-correction circuit of 7-qubits.By parity of reasoning,the error-correction circuit of a few quantum bits can be used in the error-correction circuit of multiple quantum bits.The quantum error-correction circuit can be simplified and the redundant qubits can be reduced using the method.It can also make the quantum cost lower.

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What this paper is about

The 3-qubit error-correction quantum circuit is realized and optimized in the non-measuring condition.The modular thought is presented to design and optimize the quantum error-correction circuit. With the quantum bits increasing,the error-correction circuit of 3-qubits can be used in the error-correction circuit of 5-qubits as a module.The error-correction circuit of 5-qubits can be used in the error-correction circuit of 7-qubits.By parity of reasoning,the error-correction circuit of a few quantum bits can be used in the error-correction circuit of multiple quantum bits.The quantum error-correction circuit can be simplified and the redundant qubits can be reduced using the method.It can also make the quantum cost lower.

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Available abstract

The 3-qubit error-correction quantum circuit is realized and optimized in the non-measuring condition.The modular thought is presented to design and optimize the quantum error-correction circuit. With the quantum bits increasing,the error-correction circuit of 3-qubits can be used in the error-correction circuit of 5-qubits as a module.The error-correction circuit of 5-qubits can be used in the error-correction circuit of 7-qubits.By parity of reasoning,the error-correction circuit of a few quantum bits can be used in the error-correction circuit of multiple quantum bits.The quantum error-correction circuit can be simplified and the redundant qubits can be reduced using the method.It can also make the quantum cost lower.

Key concepts: Quantum error correction, Quantum circuit, Qubit, Error detection and correction, Computer science, Quantum computer, Quantum, Electronic engineering

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