task_id stringclasses 11
values | task_code stringclasses 11
values | task_name stringclasses 11
values | workflow_stage stringclasses 6
values | level int64 1 5 | difficulty stringclasses 5
values | seed int64 1 5 | prompt stringlengths 404 28.9k |
|---|---|---|---|---|---|---|---|
T1 | A_stateprep | State Preparation | Construct | 1 | Textbook | 1 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 2 qubits which prepares the following quantum state from |00>:
|00>: -0.679592598898328 + 0i
|01>: -0.579526359718494 + 0i
|10>: 0.12186683113463 + 0i
|11>: -0.432956780040746 + 0i
As a Python list: [(-0.6795925988983277+0j), (-0.5795263597184... |
T1 | A_stateprep | State Preparation | Construct | 1 | Textbook | 2 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 2 qubits which prepares the following quantum state from |00>:
|00>: 0.186920303564353 + 0i
|01>: -0.259805218936697 + 0i
|10>: -0.469077541147975 + 0i
|11>: 0.823121077800365 + 0i
As a Python list: [(0.18692030356435274+0j), (-0.2598052189366... |
T1 | A_stateprep | State Preparation | Construct | 1 | Textbook | 3 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 2 qubits which prepares the following quantum state from |00>:
|00>: 0.639200948222883 + 0i
|01>: 0.706432910712519 + 0i
|10>: -0.303928322989272 + 0i
|11>: 0.00150497114086059 + 0i
As a Python list: [(0.6392009482228831+0j), (0.70643291071251... |
T1 | A_stateprep | State Preparation | Construct | 1 | Textbook | 4 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 2 qubits which prepares the following quantum state from |00>:
|00>: 0.574227449666636 + 0i
|01>: 0.254741853186036 + 0i
|10>: -0.663806107729038 + 0i
|11>: -0.405870515837649 + 0i
As a Python list: [(0.5742274496666363+0j), (0.254741853186036... |
T1 | A_stateprep | State Preparation | Construct | 1 | Textbook | 5 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 2 qubits which prepares the following quantum state from |00>:
|00>: -0.809531137010344 + 0i
|01>: -0.0871958058075818 + 0i
|10>: 0.391728458210054 + 0i
|11>: -0.428491592319709 + 0i
As a Python list: [(-0.8095311370103443+0j), (-0.08719580580... |
T1 | A_stateprep | State Preparation | Construct | 2 | Homework | 1 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 3 qubits which prepares the following quantum state from |000>:
|000>: -0.293090903992018 + 0.113854542909366i
|001>: -0.389870632729889 + 0.0505618808386182i
|010>: -0.096451188049864 + -0.347614839272334i
|011>: 0.188568414279942 + 0.30018358... |
T1 | A_stateprep | State Preparation | Construct | 2 | Homework | 2 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 3 qubits which prepares the following quantum state from |000>:
|000>: -0.0223108790295294 + 0.418871600290631i
|001>: 0.111837995193444 + 0.41813350561919i
|010>: 0.105287856950065 + -0.0401135003229527i
|011>: 0.0688561883548244 + 0.218966751... |
T1 | A_stateprep | State Preparation | Construct | 2 | Homework | 3 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 3 qubits which prepares the following quantum state from |000>:
|000>: -0.408000230667865 + -0.201128544815899i
|001>: -0.0652720772663185 + 0.195159960190748i
|010>: 0.198266306193278 + 0.100919334396127i
|011>: -0.0667724721289298 + 0.5090785... |
T1 | A_stateprep | State Preparation | Construct | 2 | Homework | 4 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 3 qubits which prepares the following quantum state from |000>:
|000>: -0.143817329197262 + 0.343684577779252i
|001>: -0.21443561033101 + -0.133348685501335i
|010>: -0.334952591843656 + -0.0973057857396408i
|011>: 0.436116264841982 + 0.47402606... |
T1 | A_stateprep | State Preparation | Construct | 2 | Homework | 5 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 3 qubits which prepares the following quantum state from |000>:
|000>: 0.0263830304666013 + 0.0712483819039682i
|001>: -0.461960743745515 + -0.0032873920362999i
|010>: -0.132470318633408 + 0.124055126720062i
|011>: 0.243617850265975 + 0.0017615... |
T1 | A_stateprep | State Preparation | Construct | 3 | Exam | 1 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 4 qubits which prepares the following quantum state from |0000>:
|0000>: 0.380319162653963 + 0.147081483976425i
|0001>: 0.0235049113306221 + 0.36537115002118i
|0010>: -0.118453388724446 + -0.0358030091740671i
|0011>: -0.155636174947755 + -0.129... |
T1 | A_stateprep | State Preparation | Construct | 3 | Exam | 2 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 4 qubits which prepares the following quantum state from |0000>:
|0000>: -0.203848151383009 + -0.0927042919495607i
|0001>: -0.341038627922005 + -0.107585978539975i
|0010>: 0.342024611975759 + 0.07444030057774i
|0011>: 0.110782320871863 + -0.164... |
T1 | A_stateprep | State Preparation | Construct | 3 | Exam | 3 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 4 qubits which prepares the following quantum state from |0000>:
|0000>: 0.0340111462345571 + 0.201443607741877i
|0001>: -0.0879884647077708 + -0.288305748269509i
|0010>: -0.154648524370015 + -0.206232872020556i
|0011>: -0.032306644146494 + 0.3... |
T1 | A_stateprep | State Preparation | Construct | 3 | Exam | 4 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 4 qubits which prepares the following quantum state from |0000>:
|0000>: 0.24508326102276 + 0.140120017127918i
|0001>: 0.17055509352566 + -0.109536396788814i
|0010>: -0.0809522962282046 + 0.246722211575361i
|0011>: -0.243829486672712 + 0.092894... |
T1 | A_stateprep | State Preparation | Construct | 3 | Exam | 5 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 4 qubits which prepares the following quantum state from |0000>:
|0000>: 0.083833355012308 + 0.0946798570225192i
|0001>: -0.144336036208174 + 0.117305891599423i
|0010>: 0.14695618078731 + -0.253893552767962i
|0011>: 0.0659457445691654 + 0.06906... |
T1 | A_stateprep | State Preparation | Construct | 4 | Research | 1 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 5 qubits which prepares the following quantum state from |00000>:
|00000>: -0.102154945911634 + -0.0554003207402092i
|00001>: 0.148187313226173 + 0.171340678642202i
|00010>: -0.0765046389658187 + 0.0982932279248882i
|00011>: -0.0037327952893834... |
T1 | A_stateprep | State Preparation | Construct | 4 | Research | 2 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 5 qubits which prepares the following quantum state from |00000>:
|00000>: 0.146387287463578 + 0.223292412190043i
|00001>: 0.0858767551012804 + -0.0905608623173345i
|00010>: 0.0178932667461018 + 0.140832046696919i
|00011>: 0.222111337381669 + 0... |
T1 | A_stateprep | State Preparation | Construct | 4 | Research | 3 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 5 qubits which prepares the following quantum state from |00000>:
|00000>: -0.15964475037945 + -0.022382369922606i
|00001>: -0.098791145665098 + 0.282996362211857i
|00010>: 0.0723957606838339 + 0.019951178498933i
|00011>: -0.0529907308965836 + ... |
T1 | A_stateprep | State Preparation | Construct | 4 | Research | 4 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 5 qubits which prepares the following quantum state from |00000>:
|00000>: 0.0229687011872264 + -0.173837073658034i
|00001>: 0.0539352518744922 + 0.0642920396694201i
|00010>: 0.0559130356420891 + -0.00701292402496855i
|00011>: 0.211215790755727... |
T1 | A_stateprep | State Preparation | Construct | 4 | Research | 5 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 5 qubits which prepares the following quantum state from |00000>:
|00000>: -0.101534947492614 + -0.149350345111902i
|00001>: 0.0102133544140058 + -0.00567761575847423i
|00010>: 0.0641481183737237 + -0.0966749039714853i
|00011>: -0.0477071370579... |
T1 | A_stateprep | State Preparation | Construct | 5 | Open | 1 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 6 qubits which prepares the following quantum state from |000000>:
|000000>: 0.061835637016586 + -0.0180046004972971i
|000001>: 0.0606547899537406 + -0.0545056437413137i
|000010>: -0.00623368980077135 + 0.0928742871449291i
|000011>: 0.009449825... |
T1 | A_stateprep | State Preparation | Construct | 5 | Open | 2 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 6 qubits which prepares the following quantum state from |000000>:
|000000>: 0.0612282087531191 + 0.045153059828503i
|000001>: 0.0480884600601565 + 0.108386616633217i
|000010>: -0.042307173998394 + 0.0575786866892797i
|000011>: 0.17074994463264... |
T1 | A_stateprep | State Preparation | Construct | 5 | Open | 3 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 6 qubits which prepares the following quantum state from |000000>:
|000000>: 0.0452523152403199 + -0.0301263595263067i
|000001>: -0.11288744460371 + -0.100391728863269i
|000010>: -0.0641444263224133 + -0.00516151805916488i
|000011>: 0.003089224... |
T1 | A_stateprep | State Preparation | Construct | 5 | Open | 4 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 6 qubits which prepares the following quantum state from |000000>:
|000000>: 0.0829041866557441 + -0.052237374286285i
|000001>: -0.166270637199488 + -0.0263311719171757i
|000010>: -0.0460323346523866 + -0.0159350277182475i
|000011>: -0.02728042... |
T1 | A_stateprep | State Preparation | Construct | 5 | Open | 5 | Write a Qiskit function `solve()` that returns a QuantumCircuit on 6 qubits which prepares the following quantum state from |000000>:
|000000>: 0.0307517047054373 + -0.103762936909031i
|000001>: -0.0162193139216204 + -0.0231649064249765i
|000010>: -0.0237062796636347 + -0.000324961628490575i
|000011>: 0.131778... |
T2 | G1_trotter | Trotterization | Construct | 1 | Textbook | 1 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=0.5 for the following 2-qubit Hamiltonian:
H = -0.5455 * XY
-0.7873 * IY
-0.8996 * ZX
Write a function `solve()` that returns a QuantumCircuit on 2 qubits.
The circuit should achieve operator fidelity > 0.99 with the exact time evolutio... |
T2 | G1_trotter | Trotterization | Construct | 1 | Textbook | 2 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=0.5 for the following 2-qubit Hamiltonian:
H = -1.9675 * ZY
+0.5855 * IX
+1.5482 * XY
Write a function `solve()` that returns a QuantumCircuit on 2 qubits.
The circuit should achieve operator fidelity > 0.99 with the exact time evolutio... |
T2 | G1_trotter | Trotterization | Construct | 1 | Textbook | 3 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=0.5 for the following 2-qubit Hamiltonian:
H = +0.2541 * XY
-0.7526 * XZ
-0.5842 * XI
Write a function `solve()` that returns a QuantumCircuit on 2 qubits.
The circuit should achieve operator fidelity > 0.99 with the exact time evolutio... |
T2 | G1_trotter | Trotterization | Construct | 1 | Textbook | 4 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=0.5 for the following 2-qubit Hamiltonian:
H = -0.7869 * XZ
-1.0446 * IX
-0.5466 * XX
Write a function `solve()` that returns a QuantumCircuit on 2 qubits.
The circuit should achieve operator fidelity > 0.99 with the exact time evolutio... |
T2 | G1_trotter | Trotterization | Construct | 1 | Textbook | 5 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=0.5 for the following 2-qubit Hamiltonian:
H = +0.9388 * XI
+0.0713 * XX
-0.4503 * XZ
Write a function `solve()` that returns a QuantumCircuit on 2 qubits.
The circuit should achieve operator fidelity > 0.99 with the exact time evolutio... |
T2 | G1_trotter | Trotterization | Construct | 2 | Homework | 1 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=0.8 for the following 2-qubit Hamiltonian:
H = +0.2743 * YI
-0.6541 * XZ
+0.2748 * YZ
+1.7334 * IX
Write a function `solve()` that returns a QuantumCircuit on 2 qubits.
The circuit should achieve operator fidelity > 0.99 with the exac... |
T2 | G1_trotter | Trotterization | Construct | 2 | Homework | 2 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=0.8 for the following 2-qubit Hamiltonian:
H = +0.7792 * XZ
+1.0145 * XI
+1.8101 * ZI
+1.5772 * XX
Write a function `solve()` that returns a QuantumCircuit on 2 qubits.
The circuit should achieve operator fidelity > 0.99 with the exac... |
T2 | G1_trotter | Trotterization | Construct | 2 | Homework | 3 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=0.8 for the following 2-qubit Hamiltonian:
H = -0.4737 * XX
+0.4162 * XZ
+0.6416 * XY
-0.3768 * ZI
Write a function `solve()` that returns a QuantumCircuit on 2 qubits.
The circuit should achieve operator fidelity > 0.99 with the exac... |
T2 | G1_trotter | Trotterization | Construct | 2 | Homework | 4 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=0.8 for the following 2-qubit Hamiltonian:
H = +1.1815 * XY
-1.9782 * ZY
+0.8636 * XI
+0.4761 * YZ
Write a function `solve()` that returns a QuantumCircuit on 2 qubits.
The circuit should achieve operator fidelity > 0.99 with the exac... |
T2 | G1_trotter | Trotterization | Construct | 2 | Homework | 5 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=0.8 for the following 2-qubit Hamiltonian:
H = +0.7994 * IX
+0.7193 * ZX
-1.4895 * XZ
-0.1415 * XY
Write a function `solve()` that returns a QuantumCircuit on 2 qubits.
The circuit should achieve operator fidelity > 0.99 with the exac... |
T2 | G1_trotter | Trotterization | Construct | 3 | Exam | 1 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=1.0 for the following 3-qubit Hamiltonian:
H = -1.5967 * ZXX
-0.6182 * ZZY
-0.1781 * XYY
-1.9327 * IIZ
-0.1992 * IXI
Write a function `solve()` that returns a QuantumCircuit on 3 qubits.
The circuit should achieve operator fidelity ... |
T2 | G1_trotter | Trotterization | Construct | 3 | Exam | 2 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=1.0 for the following 3-qubit Hamiltonian:
H = +0.2257 * ZXZ
+0.1715 * ZYX
+1.7214 * IYZ
-0.8902 * ZYZ
+1.4067 * XIX
Write a function `solve()` that returns a QuantumCircuit on 3 qubits.
The circuit should achieve operator fidelity ... |
T2 | G1_trotter | Trotterization | Construct | 3 | Exam | 3 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=1.0 for the following 3-qubit Hamiltonian:
H = +0.8308 * IZY
-1.3314 * YYI
-0.4240 * IXZ
+0.0524 * ZYY
-0.2056 * IYZ
Write a function `solve()` that returns a QuantumCircuit on 3 qubits.
The circuit should achieve operator fidelity ... |
T2 | G1_trotter | Trotterization | Construct | 3 | Exam | 4 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=1.0 for the following 3-qubit Hamiltonian:
H = +0.8654 * IIY
+1.2474 * ZYX
+0.5024 * YZX
+0.5194 * YYZ
+1.9143 * IXI
Write a function `solve()` that returns a QuantumCircuit on 3 qubits.
The circuit should achieve operator fidelity ... |
T2 | G1_trotter | Trotterization | Construct | 3 | Exam | 5 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=1.0 for the following 3-qubit Hamiltonian:
H = -0.7012 * YXY
-1.2414 * ZYX
-1.5983 * XXY
-1.9748 * XZX
+1.6701 * YIX
Write a function `solve()` that returns a QuantumCircuit on 3 qubits.
The circuit should achieve operator fidelity ... |
T2 | G1_trotter | Trotterization | Construct | 4 | Research | 1 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=1.0 for the following 4-qubit Hamiltonian:
H = -0.4390 * YIXI
-1.7338 * ZYZI
+1.3139 * ZXIZ
-1.8077 * XIYZ
-0.5276 * XZZI
-0.0043 * XIIX
-1.2530 * YXIZ
+0.5370 * XIII
Write a function `solve()` that returns a QuantumCircuit on... |
T2 | G1_trotter | Trotterization | Construct | 4 | Research | 2 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=1.0 for the following 4-qubit Hamiltonian:
H = +1.0933 * ZZXI
+1.2545 * IIXZ
+1.4708 * YZIZ
+0.4937 * YIIZ
-1.4802 * XZYX
-0.6481 * XXIZ
+1.9515 * XXYI
+0.0571 * XZZX
Write a function `solve()` that returns a QuantumCircuit on... |
T2 | G1_trotter | Trotterization | Construct | 4 | Research | 3 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=1.0 for the following 4-qubit Hamiltonian:
H = +0.3080 * ZZYX
+1.2602 * IXXZ
+1.9571 * ZZYI
-0.0652 * IZIZ
+1.8890 * ZXZZ
+1.2911 * IZYZ
-0.7081 * IXYI
+1.7208 * XXIZ
Write a function `solve()` that returns a QuantumCircuit on... |
T2 | G1_trotter | Trotterization | Construct | 4 | Research | 4 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=1.0 for the following 4-qubit Hamiltonian:
H = -1.4741 * YXZZ
-0.7391 * XYIY
+1.9584 * ZIII
-1.7273 * IYXY
+0.8273 * ZIZY
+1.2059 * ZXYI
+0.6877 * ZYYZ
+1.2216 * ZXZZ
Write a function `solve()` that returns a QuantumCircuit on... |
T2 | G1_trotter | Trotterization | Construct | 4 | Research | 5 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=1.0 for the following 4-qubit Hamiltonian:
H = +1.7998 * XYXY
+1.9078 * XIIX
-0.9091 * YXZY
+1.2691 * XXYY
+1.4104 * XXYZ
-0.8242 * IIIY
+0.9939 * IIYZ
+0.8809 * IZII
Write a function `solve()` that returns a QuantumCircuit on... |
T2 | G1_trotter | Trotterization | Construct | 5 | Open | 1 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=1.5 for the following 5-qubit Hamiltonian:
H = +0.6380 * YZXZI
-1.6716 * IYZZZ
-0.8167 * YIYXI
+0.5845 * YZZZY
-1.0041 * IYZIX
+1.8014 * ZIIZZ
+0.3863 * IZXZI
+1.7987 * IXZXX
-1.6412 * YIIIX
+1.6995 * IXZYZ
-0.8667 * IXYI... |
T2 | G1_trotter | Trotterization | Construct | 5 | Open | 2 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=1.5 for the following 5-qubit Hamiltonian:
H = +0.5727 * ZZYXI
-0.5244 * YYIXY
-0.2466 * ZZYYZ
-0.3425 * ZIZYX
-0.7530 * YXYXZ
-0.5336 * IIXXX
-0.6795 * IYYXX
+0.7467 * YYXZI
+1.5718 * ZYXIY
-0.8362 * YIZYZ
-0.0410 * IXIY... |
T2 | G1_trotter | Trotterization | Construct | 5 | Open | 3 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=1.5 for the following 5-qubit Hamiltonian:
H = -0.8091 * ZXYII
+0.6570 * XXZYZ
-1.5554 * XXYZI
+0.7886 * ZYZXX
+1.4090 * ZYIXX
+0.7885 * ZIZYI
+0.1254 * YYZYX
+0.0806 * YZXII
+0.9511 * IYXYZ
-0.4809 * YIXZY
-0.6900 * ZYIZ... |
T2 | G1_trotter | Trotterization | Construct | 5 | Open | 4 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=1.5 for the following 5-qubit Hamiltonian:
H = +1.8411 * IZIZX
+0.0353 * IYIIX
+0.3953 * IZIIZ
+0.9101 * XZXXZ
+0.4953 * ZYYZI
-0.2601 * XIYXZ
-0.7357 * YZZXY
-0.9034 * YXYIX
+0.9686 * IIZZZ
+0.5952 * YIYYX
-1.0141 * XZYZ... |
T2 | G1_trotter | Trotterization | Construct | 5 | Open | 5 | Construct a Trotter circuit for the time evolution operator e^{-iHt} with t=1.5 for the following 5-qubit Hamiltonian:
H = +0.9718 * XYZYY
+0.1145 * IZIZI
+1.7862 * IZZYX
-0.4821 * XXZZY
-1.3238 * YZZYZ
-1.8761 * IYIIY
+1.9121 * IYIIZ
+0.6688 * YXIIZ
+0.4858 * IXXZI
+1.1280 * IIIIX
+0.6082 * YYYZ... |
T3 | H1_oracle | Oracle Synthesis | Construct | 1 | Textbook | 1 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^2 -> {0,1}:
Truth table:
f(00) = 0
f(01) = 1
f(10) = 0
f(11) = 1
The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.
You may use as many ancilla qubits as needed. All ancillae must be returned to |0> (clean computation).
Write a fu... |
T3 | H1_oracle | Oracle Synthesis | Construct | 1 | Textbook | 2 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^2 -> {0,1}:
Truth table:
f(00) = 1
f(01) = 1
f(10) = 0
f(11) = 0
The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.
You may use as many ancilla qubits as needed. All ancillae must be returned to |0> (clean computation).
Write a fu... |
T3 | H1_oracle | Oracle Synthesis | Construct | 1 | Textbook | 3 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^2 -> {0,1}:
Truth table:
f(00) = 0
f(01) = 1
f(10) = 0
f(11) = 1
The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.
You may use as many ancilla qubits as needed. All ancillae must be returned to |0> (clean computation).
Write a fu... |
T3 | H1_oracle | Oracle Synthesis | Construct | 1 | Textbook | 4 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^2 -> {0,1}:
Truth table:
f(00) = 0
f(01) = 1
f(10) = 0
f(11) = 0
The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.
You may use as many ancilla qubits as needed. All ancillae must be returned to |0> (clean computation).
Write a fu... |
T3 | H1_oracle | Oracle Synthesis | Construct | 1 | Textbook | 5 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^2 -> {0,1}:
Truth table:
f(00) = 0
f(01) = 0
f(10) = 0
f(11) = 0
The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.
You may use as many ancilla qubits as needed. All ancillae must be returned to |0> (clean computation).
Write a fu... |
T3 | H1_oracle | Oracle Synthesis | Construct | 2 | Homework | 1 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^3 -> {0,1}:
Truth table:
f(000) = 1
f(001) = 0
f(010) = 0
f(011) = 1
f(100) = 1
f(101) = 1
f(110) = 0
f(111) = 0
The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.
You may use as many ancilla qubits as needed. All ancillae ... |
T3 | H1_oracle | Oracle Synthesis | Construct | 2 | Homework | 2 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^3 -> {0,1}:
Truth table:
f(000) = 0
f(001) = 1
f(010) = 0
f(011) = 0
f(100) = 0
f(101) = 1
f(110) = 1
f(111) = 0
The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.
You may use as many ancilla qubits as needed. All ancillae ... |
T3 | H1_oracle | Oracle Synthesis | Construct | 2 | Homework | 3 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^3 -> {0,1}:
Truth table:
f(000) = 0
f(001) = 0
f(010) = 0
f(011) = 0
f(100) = 0
f(101) = 1
f(110) = 0
f(111) = 1
The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.
You may use as many ancilla qubits as needed. All ancillae ... |
T3 | H1_oracle | Oracle Synthesis | Construct | 2 | Homework | 4 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^3 -> {0,1}:
Truth table:
f(000) = 0
f(001) = 1
f(010) = 1
f(011) = 1
f(100) = 0
f(101) = 0
f(110) = 0
f(111) = 1
The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.
You may use as many ancilla qubits as needed. All ancillae ... |
T3 | H1_oracle | Oracle Synthesis | Construct | 2 | Homework | 5 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^3 -> {0,1}:
Truth table:
f(000) = 0
f(001) = 0
f(010) = 1
f(011) = 0
f(100) = 0
f(101) = 1
f(110) = 0
f(111) = 1
The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.
You may use as many ancilla qubits as needed. All ancillae ... |
T3 | H1_oracle | Oracle Synthesis | Construct | 3 | Exam | 1 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^3 -> {0,1}:
Truth table:
f(000) = 1
f(001) = 0
f(010) = 0
f(011) = 1
f(100) = 1
f(101) = 1
f(110) = 0
f(111) = 1
The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.
You may use at most 2 ancilla qubit(s). All ancillae must b... |
T3 | H1_oracle | Oracle Synthesis | Construct | 3 | Exam | 2 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^3 -> {0,1}:
Truth table:
f(000) = 1
f(001) = 0
f(010) = 1
f(011) = 1
f(100) = 1
f(101) = 0
f(110) = 0
f(111) = 1
The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.
You may use at most 2 ancilla qubit(s). All ancillae must b... |
T3 | H1_oracle | Oracle Synthesis | Construct | 3 | Exam | 3 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^3 -> {0,1}:
Truth table:
f(000) = 0
f(001) = 1
f(010) = 1
f(011) = 1
f(100) = 1
f(101) = 0
f(110) = 0
f(111) = 0
The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.
You may use at most 2 ancilla qubit(s). All ancillae must b... |
T3 | H1_oracle | Oracle Synthesis | Construct | 3 | Exam | 4 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^3 -> {0,1}:
Truth table:
f(000) = 0
f(001) = 0
f(010) = 1
f(011) = 1
f(100) = 1
f(101) = 0
f(110) = 1
f(111) = 1
The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.
You may use at most 2 ancilla qubit(s). All ancillae must b... |
T3 | H1_oracle | Oracle Synthesis | Construct | 3 | Exam | 5 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^3 -> {0,1}:
Truth table:
f(000) = 1
f(001) = 0
f(010) = 1
f(011) = 1
f(100) = 1
f(101) = 0
f(110) = 0
f(111) = 0
The oracle should act as U_f|x>|y> = |x>|y XOR f(x)>.
You may use at most 2 ancilla qubit(s). All ancillae must b... |
T3 | H1_oracle | Oracle Synthesis | Construct | 4 | Research | 1 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^4 -> {0,1}:
Truth table:
f(0000) = 1
f(0001) = 0
f(0010) = 0
f(0011) = 0
f(0100) = 1
f(0101) = 1
f(0110) = 1
f(0111) = 0
f(1000) = 1
f(1001) = 0
f(1010) = 0
f(1011) = 1
f(1100) = 0
f(1101) = 0
f(1110) = 1
f(1111)... |
T3 | H1_oracle | Oracle Synthesis | Construct | 4 | Research | 2 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^4 -> {0,1}:
Truth table:
f(0000) = 1
f(0001) = 1
f(0010) = 0
f(0011) = 0
f(0100) = 0
f(0101) = 0
f(0110) = 0
f(0111) = 1
f(1000) = 1
f(1001) = 1
f(1010) = 0
f(1011) = 1
f(1100) = 1
f(1101) = 0
f(1110) = 0
f(1111)... |
T3 | H1_oracle | Oracle Synthesis | Construct | 4 | Research | 3 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^4 -> {0,1}:
Truth table:
f(0000) = 1
f(0001) = 1
f(0010) = 1
f(0011) = 0
f(0100) = 0
f(0101) = 0
f(0110) = 0
f(0111) = 1
f(1000) = 1
f(1001) = 1
f(1010) = 1
f(1011) = 0
f(1100) = 0
f(1101) = 1
f(1110) = 0
f(1111)... |
T3 | H1_oracle | Oracle Synthesis | Construct | 4 | Research | 4 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^4 -> {0,1}:
Truth table:
f(0000) = 1
f(0001) = 0
f(0010) = 1
f(0011) = 1
f(0100) = 0
f(0101) = 1
f(0110) = 0
f(0111) = 1
f(1000) = 1
f(1001) = 0
f(1010) = 0
f(1011) = 0
f(1100) = 0
f(1101) = 1
f(1110) = 0
f(1111)... |
T3 | H1_oracle | Oracle Synthesis | Construct | 4 | Research | 5 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^4 -> {0,1}:
Truth table:
f(0000) = 0
f(0001) = 1
f(0010) = 0
f(0011) = 1
f(0100) = 0
f(0101) = 0
f(0110) = 0
f(0111) = 0
f(1000) = 1
f(1001) = 0
f(1010) = 1
f(1011) = 1
f(1100) = 0
f(1101) = 0
f(1110) = 1
f(1111)... |
T3 | H1_oracle | Oracle Synthesis | Construct | 5 | Open | 1 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^4 -> {0,1}:
Truth table:
f(0000) = 1
f(0001) = 1
f(0010) = 0
f(0011) = 1
f(0100) = 0
f(0101) = 0
f(0110) = 1
f(0111) = 1
f(1000) = 1
f(1001) = 1
f(1010) = 1
f(1011) = 0
f(1100) = 1
f(1101) = 0
f(1110) = 0
f(1111)... |
T3 | H1_oracle | Oracle Synthesis | Construct | 5 | Open | 2 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^4 -> {0,1}:
Truth table:
f(0000) = 1
f(0001) = 1
f(0010) = 1
f(0011) = 0
f(0100) = 0
f(0101) = 1
f(0110) = 1
f(0111) = 0
f(1000) = 0
f(1001) = 1
f(1010) = 1
f(1011) = 1
f(1100) = 1
f(1101) = 1
f(1110) = 1
f(1111)... |
T3 | H1_oracle | Oracle Synthesis | Construct | 5 | Open | 3 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^4 -> {0,1}:
Truth table:
f(0000) = 1
f(0001) = 0
f(0010) = 1
f(0011) = 0
f(0100) = 0
f(0101) = 0
f(0110) = 0
f(0111) = 1
f(1000) = 1
f(1001) = 1
f(1010) = 0
f(1011) = 0
f(1100) = 1
f(1101) = 1
f(1110) = 0
f(1111)... |
T3 | H1_oracle | Oracle Synthesis | Construct | 5 | Open | 4 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^4 -> {0,1}:
Truth table:
f(0000) = 0
f(0001) = 1
f(0010) = 0
f(0011) = 1
f(0100) = 0
f(0101) = 0
f(0110) = 1
f(0111) = 0
f(1000) = 0
f(1001) = 0
f(1010) = 0
f(1011) = 1
f(1100) = 0
f(1101) = 0
f(1110) = 1
f(1111)... |
T3 | H1_oracle | Oracle Synthesis | Construct | 5 | Open | 5 | Implement a quantum oracle U_f for the following boolean function f: {0,1}^4 -> {0,1}:
Truth table:
f(0000) = 0
f(0001) = 1
f(0010) = 1
f(0011) = 1
f(0100) = 1
f(0101) = 0
f(0110) = 1
f(0111) = 0
f(1000) = 1
f(1001) = 0
f(1010) = 0
f(1011) = 1
f(1100) = 1
f(1101) = 1
f(1110) = 0
f(1111)... |
T4 | B1_debugging | Debugging | Understand | 1 | Textbook | 1 | The following 2-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[2];
s q[0];
ry(6.232383815049195) q[1];
h q[0];
t q[1];
rz(2.5778010088792107) q[1];
```
The INTENDED unitary transformation maps basi... |
T4 | B1_debugging | Debugging | Understand | 1 | Textbook | 2 | The following 2-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[2];
cz q[0],q[1];
cx q[0],q[1];
y q[0];
s q[0];
z q[0];
cz q[1],q[0];
cx q[0],q[1];
y q[0];
```
The INTENDED unitary transformation ma... |
T4 | B1_debugging | Debugging | Understand | 1 | Textbook | 3 | The following 2-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[2];
s q[0];
x q[1];
cx q[1],q[0];
rx(4.944298725272166) q[1];
```
The INTENDED unitary transformation maps basis states as follows:
... |
T4 | B1_debugging | Debugging | Understand | 1 | Textbook | 4 | The following 2-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[2];
t q[0];
ry(3.5018632378947836) q[0];
y q[1];
h q[0];
cz q[1],q[0];
h q[1];
```
The INTENDED unitary transformation maps basis stat... |
T4 | B1_debugging | Debugging | Understand | 1 | Textbook | 5 | The following 2-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[2];
z q[0];
s q[0];
z q[0];
rx(4.027594337564511) q[1];
rz(3.1507035243578856) q[1];
```
The INTENDED unitary transformation maps basi... |
T4 | B1_debugging | Debugging | Understand | 2 | Homework | 1 | The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
h q[0];
y q[2];
z q[0];
ry(4.567684551169003) q[0];
h q[0];
ry(1.0450591829488785) q[2];
rz(3.5929563116952115) q[1];
rx(3.43249647... |
T4 | B1_debugging | Debugging | Understand | 2 | Homework | 2 | The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
cz q[0],q[2];
cx q[1],q[0];
s q[0];
cz q[2],q[1];
x q[2];
h q[1];
s q[1];
t q[2];
cx q[1],q[0];
cx q[0],q[2];
t q[2];
cz q[2],q[1];... |
T4 | B1_debugging | Debugging | Understand | 2 | Homework | 3 | The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
y q[1];
cz q[1],q[2];
z q[0];
h q[1];
cz q[2],q[0];
s q[0];
h q[2];
h q[1];
cx q[2],q[1];
t q[0];
cz q[2],q[1];
x q[0];
cx q[1],q[2... |
T4 | B1_debugging | Debugging | Understand | 2 | Homework | 4 | The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
ry(4.88077357963315) q[1];
s q[1];
cx q[0],q[2];
ry(5.198606068864962) q[1];
ry(0.7036137925742918) q[0];
z q[0];
rx(0.120308409456... |
T4 | B1_debugging | Debugging | Understand | 2 | Homework | 5 | The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
cx q[2],q[0];
s q[2];
h q[1];
rz(3.504125488335103) q[1];
z q[2];
z q[2];
h q[0];
z q[1];
cx q[1],q[0];
cx q[2],q[0];
x q[2];
```
... |
T4 | B1_debugging | Debugging | Understand | 3 | Exam | 1 | The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
y q[1];
ry(0.6023416292820298) q[0];
cx q[0],q[2];
ry(6.136251504521233) q[2];
y q[1];
h q[2];
rx(1.381243078207626) q[1];
x q[0];
... |
T4 | B1_debugging | Debugging | Understand | 3 | Exam | 2 | The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
y q[0];
z q[0];
rx(3.4566600867160138) q[1];
ry(5.182820420425684) q[1];
cz q[0],q[2];
cz q[2],q[0];
y q[2];
cx q[2],q[0];
t q[1];
... |
T4 | B1_debugging | Debugging | Understand | 3 | Exam | 3 | The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
rz(5.576163480144678) q[0];
x q[2];
ry(3.272651387191274) q[0];
ry(5.736650091825691) q[2];
z q[0];
h q[2];
y q[2];
cx q[2],q[0];
r... |
T4 | B1_debugging | Debugging | Understand | 3 | Exam | 4 | The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
rx(4.358977030333853) q[1];
t q[0];
x q[2];
z q[1];
t q[1];
rx(0.15048909201005942) q[1];
h q[1];
h q[0];
z q[0];
x q[1];
cz q[2],q... |
T4 | B1_debugging | Debugging | Understand | 3 | Exam | 5 | The following 3-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[3];
x q[1];
y q[1];
s q[2];
cx q[0],q[2];
h q[2];
y q[0];
s q[1];
cz q[2],q[1];
cz q[0],q[1];
cx q[1],q[0];
ry(0.24307604970574218) q[2... |
T4 | B1_debugging | Debugging | Understand | 4 | Research | 1 | The following 4-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[4];
cx q[2],q[3];
h q[1];
h q[3];
cx q[0],q[1];
ry(2.5130239886910046) q[0];
cx q[1],q[3];
h q[2];
rx(2.9813154683108953) q[0];
y q[0];... |
T4 | B1_debugging | Debugging | Understand | 4 | Research | 2 | The following 4-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[4];
cz q[3],q[0];
t q[2];
x q[2];
x q[1];
cx q[1],q[3];
y q[0];
rz(6.208256068892496) q[2];
y q[1];
cx q[2],q[0];
cx q[3],q[2];
s q[2];... |
T4 | B1_debugging | Debugging | Understand | 4 | Research | 3 | The following 4-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[4];
rz(4.98675651542124) q[1];
cz q[3],q[0];
cz q[3],q[2];
rz(2.5907257657475737) q[2];
x q[1];
s q[1];
t q[1];
t q[1];
cz q[2],q[1];
c... |
T4 | B1_debugging | Debugging | Understand | 4 | Research | 4 | The following 4-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[4];
x q[0];
cz q[3],q[0];
ry(2.4258308371489203) q[3];
cz q[2],q[3];
t q[0];
h q[0];
h q[1];
s q[2];
y q[1];
t q[3];
y q[3];
rz(4.97320... |
T4 | B1_debugging | Debugging | Understand | 4 | Research | 5 | The following 4-qubit quantum circuit has exactly ONE bug (a wrong gate, swapped qubits, or missing gate).
Buggy circuit (OpenQASM 2.0):
```
OPENQASM 2.0;
include "qelib1.inc";
qreg q[4];
rz(2.739822209913614) q[0];
y q[2];
z q[0];
cz q[3],q[1];
cz q[3],q[1];
cz q[2],q[1];
s q[3];
rz(0.39301171691285414) q[1];
h q[0];... |
End of preview. Expand in Data Studio
QC-Stark Benchmark
QC-Stark is a multi-task benchmark for evaluating large language models on quantum computing (QC) tasks. It covers the full practitioner workflow—circuit construction, debugging, compilation, verification, simulation, and error correction—with systematic difficulty scaling and contamination resistance via procedural generation.
Key facts
| Property | Value |
|---|---|
| Tasks | 11 |
| Difficulty levels per task | 5 (Textbook → Homework → Exam → Research → Open) |
| Seeds per (task, level) | 5 |
| Total instances | 275 |
| Auto-verification | Yes (Qiskit execution) |
| Contamination resistance | Seed-based procedural generation |
Task list
| Task ID | Name | Workflow Stage | Mean accuracy (10 models) |
|---|---|---|---|
| T1 | State Preparation | Construct | 0.440 |
| T2 | Trotterization | Construct | 0.252 |
| T3 | Oracle Synthesis | Construct | 0.412 |
| T4 | Debugging | Understand | 0.020 |
| T5 | Noise Discrimination | Understand | 0.272 |
| T6 | Reverse Engineering | Understand | 0.448 |
| T7 | Equivalence Checking | Verify | 0.824 |
| T8 | Hardware Routing | Compile | 0.184 |
| T9 | Noise Fidelity | Simulate | 0.516 |
| T10 | VQE | Simulate | 0.592 |
| T11 | QEC Decoding | Error Correction | 0.440 |
Schema
Each instance has the following fields:
task_id(string): T1–T11task_code(string): internal code (e.g.B1_debugging)task_name(string): human-readable task nameworkflow_stage(string): QC workflow stagelevel(int): difficulty level 1–5difficulty(string): Textbook / Homework / Exam / Research / Openseed(int): procedural generation seed 1–5prompt(string): the full problem statement given to the model
Evaluation
Responses are verified by executing model-generated Qiskit code against auto-generated test cases. No human grading. Verification metrics vary by task (state fidelity, functional equivalence, syndrome correctness, etc.).
Citation
@misc{gupta2026qcstark,
title={QC-Stark: A Multi-Task Benchmark Revealing Capability Dissociations
in LLMs for Quantum Computing Tasks},
author={Gupta, Pranav},
year={2026},
institution={Cisco Collaboration AI}
}
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