| from header import * | |
| def groverLite(): | |
| totalElement = 4 | |
| targetElement = "11" | |
| #the number of the qubits in theory | |
| N = 3 | |
| c = Circuit() | |
| qList = [] | |
| for i in range(0,N): | |
| q = Qubit() | |
| qList.append(q) | |
| X(qList[N-1]) | |
| for i in range(0,N): | |
| H(qList[i]) | |
| #apply the G operator on the qubits | |
| G(qList,targetElement) | |
| #measure the qubits | |
| for i in range(0,N-1): | |
| qList[i] = M(qList[i]) | |
| #execute the circuit for 1024 times | |
| c.execute(1024) | |
| def G(qList:list,target): | |
| vl = [] | |
| for i in range(0,len(target)): | |
| vl.append(int(target[i])) | |
| with DMif([qList[0],qList[1]],vl) as dmo: | |
| dmo.X(qList[2]) | |
| for i in range(0,2): | |
| H(qList[i]) | |
| X(qList[i]) | |
| H(qList[1]) | |
| CNOT(qList[0],qList[1]) | |
| H(qList[1]) | |
| for i in range(0,2): | |
| X(qList[i]) | |
| H(qList[i]) | |