Created
September 12, 2019 11:00
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| import cirq | |
| from cirq.ops import CNOT, H, T, S, ZPowGate | |
| # the actual matrix you could get: T_DAG = np.matrix.getH(cirq.unitary(cirq.ops.T)) | |
| # but cirq works with ops | |
| # from the definition | |
| # actual T is defined as exponent=0.25 | |
| T_DAG = ZPowGate(exponent=-0.25) | |
| q0, q1, q2 = [cirq.GridQubit(0, x) for x in range(0, 3)] | |
| circuit = cirq.Circuit() | |
| circuit.append(H(q2)) | |
| circuit.append(CNOT(q1, q2)) | |
| circuit.append(T_DAG(q2)) | |
| circuit.append(CNOT(q0, q2)) | |
| circuit.append(T(q2)) | |
| circuit.append(CNOT(q1, q2)) | |
| circuit.append(T_DAG(q2)) | |
| circuit.append(CNOT(q0, q2)) | |
| circuit.append([T_DAG(q1), T(q2)]) | |
| circuit.append([CNOT(q0, q1), H(q2)]) | |
| circuit.append(T_DAG(q1)) | |
| circuit.append(CNOT(q0, q1)) | |
| circuit.append([T(q0), S(q1)]) | |
| print("Circuit:") | |
| print(circuit) | |
| #Circuit: | |
| #(0, 0): ──────────────────@──────────────────@───@──────────@───T─── | |
| # │ │ │ │ | |
| #(0, 1): ───────@──────────┼───────@───T^-1───┼───X───T^-1───X───S─── | |
| # │ │ │ │ | |
| #(0, 2): ───H───X───T^-1───X───T───X───T^-1───X───T───H────────────── |
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