コード例 #1
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ファイル: conftest.py プロジェクト: ejwilson3/qsearch
 def check(project):
     for comp in project.compilations:
         res = project.get_result(comp)
         c = res['structure']
         v = res['parameters']
         assert matrix_distance_squared(c.matrix(v),
                                        project.get_target(comp)) < 1e-10
コード例 #2
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def test_openqasm_assemble_roundtrip():
    s = ASSEMBLER_IBMOPENQASM.assemble(cdict)
    qc = QuantumCircuit.from_qasm_str(s)
    backend = qiskit.BasicAer.get_backend('unitary_simulator')
    job = qiskit.execute(qc, backend)
    U = job.result().get_unitary()
    BE = utils.endian_reverse(U)
    assert utils.matrix_distance_squared(BE, circ.matrix(parameters)) < 1e-10
コード例 #3
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def get_constant_depth_program(program,
                               N,
                               multistarts=24,
                               optimizer_repeats=5):
    target_unitary = program.get_U()
    #get constant-depth circuit structure for N qubits
    circ_struct = make_MGC(N)
    #optimize parameters of circuit
    # use the multistart solver, may want to increase the number of starts for more qubits, but that will also be slower
    solv = multistart_solvers.MultiStart_Solver(multistarts)
    # set up some options
    opts = qsearch.Options()
    opts.target = target_unitary
    #opts.gateset = gateset
    opts.set_defaults(**standard_defaults)
    opts.set_smart_defaults(**standard_smart_defaults)
    # optimize the circuit structure (circ_struct) for target U
    # returns the calculated matrix and the vector of parameters
    dist = 1
    # run a few times to make sure we find the correct solution
    for _ in range(optimizer_repeats):
        mat, vec = solv.solve_for_unitary(circ_struct, opts)
        dist_new = utils.matrix_distance_squared(mat, target_unitary)
        print(dist_new)
        if dist_new < dist:
            dist = dist_new
        if dist < 1e-10:
            break

    print(f'Got distance {dist}')
    #get final program
    result_dict = {}
    result_dict["structure"] = circ_struct
    result_dict["parameters"] = vec

    opts.assemblydict = assemblydict_ibmopenqasm
    out = opts.assembler.assemble(result_dict, opts)
    ibm_circ = qk.QuantumCircuit.from_qasm_str(out)
    prog = ibm_circ_to_program(ibm_circ)
    return prog
コード例 #4
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def test_assemble_ibmopenqasm(gate):
    parameters = np.random.uniform(size=(max(gate.num_inputs, 1),))
    cdict = {"structure": gate, "parameters": parameters}
    s = ASSEMBLER_IBMOPENQASM.assemble(cdict)
    U = unitary_from_openqasm(s)
    assert utils.matrix_distance_squared(U, gate.matrix(parameters)) < 1e-10
コード例 #5
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ファイル: qiskit_import.py プロジェクト: ejwilson3/qsearch
    U2 = utils.endian_reverse(
        U2)  # switch from Qiskit endianess qsearch endianess
    # tell the optimizer what we are solving for
    opts = Options()
    opts.verbosity = 1
    opts.stdout_enabled = True
    opts.target = unitaries.qft(32)

    #qc1.draw(output='mpl')
    #plt.show()
    circ, vec = qiskit_to_qsearch(qc1)
    print(
        f"Matrix distance of loaded circuit: {utils.matrix_distance_squared(circ.matrix(vec), unitaries.qft(32))}"
    )
    print("Running some circuit verification checks...")
    circ.validate_structure()
    compare_gradient(circ)
    print("Passed checks!")
    print("Trying to re-optimize the circuit parameters...")
    for _ in range(100):
        U1, vec = solv.solve_for_unitary(circ, opts)
        dist = utils.matrix_distance_squared(U1, unitaries.qft(32))
        if dist < 1e-10:
            break
    res = {'structure': circ, 'parameters': vec}
    print(dist)
    qasm = ASSEMBLER_IBMOPENQASM.assemble(res, opts)
    qc2 = qiskit.QuantumCircuit.from_qasm_str(qasm)
    #qc2.draw(output='mpl')
    #plt.show()
コード例 #6
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def test_rust_solver_qft3():
    U = unitaries.qft(8)
    res = compile(U, LeastSquares_Jac_SolverNative())
    circ = res['structure']
    v = res['parameters']
    assert utils.matrix_distance_squared(U, circ.matrix(v)) < 1e-10
コード例 #7
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def test_qft():
    assert utils.matrix_distance_squared(qft_py, qft_rs) < 1e-14