randomized
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ToolKits for Randomized Measure (qurry.qurrium.utils.randomized
)
- qurry.qurrium.utils.randomized.RXmatrix: ndarray[tuple[Literal[2], Literal[2]], dtype[complex128]] = array([[0, 1], [1, 0]])ΒΆ
Pauli-X matrix
- qurry.qurrium.utils.randomized.RYmatrix: ndarray[tuple[Literal[2], Literal[2]], dtype[complex128]] = array([[ 0.+0.j, -0.-1.j], [ 0.+1.j, 0.+0.j]])ΒΆ
Pauli-Y matrix
- qurry.qurrium.utils.randomized.RZmatrix: ndarray[tuple[Literal[2], Literal[2]], dtype[complex128]] = array([[ 1, 0], [ 0, -1]])ΒΆ
Pauli-Z matrix
- qurry.qurrium.utils.randomized.density_matrix_to_bloch(rho: ndarray[tuple[Literal[2], Literal[2]], dtype[complex128]] | list[list[complex]]) list[float] [source]ΒΆ
Convert a density matrix to a Bloch vector.
- Parameters:
(Union[ (rho) β np.ndarray[tuple[Literal[2], Literal[2]], np.dtype[np.complex128]], list[list[complex]]
]) β The density matrix. It can be a :cls:`numpy.ndarray` or :cls:`list[list[complex]]`. The matrix should be a 2x2 matrix.
- Returns:
The bloch vector.
- Return type:
- qurry.qurrium.utils.randomized.local_random_unitary_operators(unitary_loc: tuple[int, int], unitary_op_list: list[ndarray] | dict[int, Operator]) dict[int, list[list[complex]]] [source]ΒΆ
Transform a list of unitary operators in :cls:`qiskit.quantum_info.operator.Operator` a list of unitary operators in :cls:`numpy.ndarray`.
- qurry.qurrium.utils.randomized.local_random_unitary_pauli_coeff(unitary_loc: tuple[int, int], unitary_op_dict: dict[int, list[list[complex]]]) dict[int, list[tuple[float | float64, float | float64]]] [source]ΒΆ
Transform a list of unitary operators in :cls:`numpy.ndarray` a list of pauli coefficients.
- qurry.qurrium.utils.randomized.local_unitary_op_to_list(single_unitary_op_dict: dict[int, Operator]) dict[int, list[list[complex]]] [source]ΒΆ
Transform a dictionary of local unitary operators in :cls:`qiskit.quantum_info.operator.Operator` with the qubit index as key to a dictionary of unitary operators in :cls:`list[list[complex]]`.
- qurry.qurrium.utils.randomized.local_unitary_op_to_pauli_coeff(single_unitary_op_list_dict: dict[int, list[list[complex]]]) dict[int, list[tuple[float | float64, float | float64]]] [source]ΒΆ
Transform a dictionary of local unitary operators in :cls:`list[list[complex]]` with the qubit index as key to a dictionary of pauli coefficients.
- qurry.qurrium.utils.randomized.qubit_operator_to_pauli_coeff(rho: ndarray[tuple[Literal[2], Literal[2]], dtype[complex128]] | list[list[complex]]) list[tuple[float | float64, float | float64]] [source]ΒΆ
Convert a random unitary operator matrix to a Bloch vector.
- Parameters:
(Union[ (rho) β np.ndarray[tuple[Literal[2], Literal[2]], np.dtype[np.complex128]], list[list[complex]]
]) β The random unitary operator matrix. It can be a :cls:`numpy.ndarray` or :cls:`list[list[complex]]`. The matrix should be a 2x2 matrix.
- Returns:
The bloch vector divided as tuple of real number and image number.
- Return type: