QUANTUM CIRCUIT AND METHOD FOR IMPLEMENTING HETEROGENEOUSLY ENCODED LOGICAL BELL STATE

    公开(公告)号:US20190244128A1

    公开(公告)日:2019-08-08

    申请号:US16343374

    申请日:2017-10-17

    CPC classification number: G06N10/00

    Abstract: Provided is a quantum circuit for implementing a heterogeneously encoded logical Bell state encoded including a Hadamard gating circuit configured to perform Hadamard conversions on a cat state, a controlled-NOT gating circuit configured to perform CNOT operations on first and second logical qubits and conversion results of the Hadamard gating circuit, a measuring circuit configured to measure calculation results of the CNOT gating circuit, and a logical bit converter configured to convert a bit of the second logical qubit on a basis of the measured result of the measuring circuit.

    QUANTUM CIRCUIT FOR SHIFTING PHASE OF TARGET QUBIT BASED ON CONTROL QUBIT

    公开(公告)号:US20190020345A1

    公开(公告)日:2019-01-17

    申请号:US16034073

    申请日:2018-07-12

    Abstract: The inventive concept relates to a quantum circuit that shifts the phase of a target qubit by π/2n−1 based on a control qubit. The quantum circuit may include a first auxiliary circuit, a rotation gate, and a second auxiliary circuit. The first auxiliary circuit converts the first qubit state into the second qubit state according to the entanglement of a control qubit, a target qubit, and an ancillary qubit having a |0> state. The rotation gate shifts the phase for some basis states of the second qubit state by π/2n−1, and converts the second qubit state to the third qubit state. The second auxiliary circuit converts the third qubit state to the fourth qubit state such that the phase of the target qubit is shifted by π/2n−1.

    METHOD OF SIMULATING QUANTUM COMPUTING SYSTEM AND QUANTUM COMPUTING SIMULATION SYSTEM

    公开(公告)号:US20210012045A1

    公开(公告)日:2021-01-14

    申请号:US16924522

    申请日:2020-07-09

    Abstract: Provided is a method of simulating a quantum computing system having an error correction function. The method includes generating a quantum information density matrix, generating a coded density matrix by performing quantum error correction coding on the quantum information density matrix, applying quantum computing to the coded density matrix and calculating a change in a first reliability of the coded density matrix, applying the quantum computing to the quantum information density matrix and calculating a change in a second reliability of the quantum information density matrix, and determining an operation time of the quantum computing, based on the change in the first reliability and the change in the second reliability.

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