open-standards/wai/quantum-cross-simulator/results/conformance-linux-x86_64.json
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WAI Quantum cross-simulator: the full tier's results on both hosts, with the new methods
The committed runs, regenerated with the widened corpus at two jobs on
each host, as the nightly run makes them: macOS on arm64 (M3 Ultra) pass
1973, known 16, not run 16, refused 11 as listed, in 66 minutes; Linux on
x86_64 (32 threads) pass 1970, known 12, not run 17, refused 11 as
listed, in 77 minutes. No check failed on either. The README's tables are
written from them (tools/report.py).

The single-precision finding at 20 qubits shows on macOS on arm64 only:
on Linux on x86_64, with the same pinned versions, the distance is
5.5e-7 and the run records the listed disagreement as no longer showing.
The finding says so. The nightly full tier's bound is 190 minutes, from
these runs.

Co-Authored-By: Claude Opus 5.5 <[email protected]>
2026-11-11 20:56:16 -05:00

21284 lines
670 KiB
JSON

{
"about": "One run of the cross-simulator corpus: every check, its measured value and its tolerance. tools/compare.py writes it.",
"tier": "full",
"inject": null,
"host": {
"system": "Linux",
"machine": "x86_64",
"release": "7.0.0-38-generic",
"cpu": "AMD RYZEN AI MAX+ 395 w/ Radeon 8060S",
"memory_bytes": 131890810880,
"os": "Ubuntu 26.04.1 LTS",
"logical_cpus": 32,
"load_average": [
25.94677734375,
26.87744140625,
27.10009765625
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"python": "3.12.16",
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"build": "wai/wai-quantum fa7f3d5f643b290ac9ef23cdb44f85071ce71b2c, wai/wai-quantum-qpu 9d96ed2e35ff1dedddc242e02d709781fc41b0f4, wai/wai-quantum-cli 04efb0fce4b6863aa99c5197fafadcbc08b3175a, wai/quantum-cross-simulator/tools 110a19705e2ac2d14a0c3830114e1965a454f2a4, wai/quantum-cross-simulator/corpus 3938a66b757ea0cdcd2c4026b264563d66e51263; rustc 1.99.1 (58cf8f9c3 2026-10-13)"
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"info": 19,
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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"quantity": "holds the phase of its small-angle gate: the share of the step from the state without that gate to the ideal (1 holds it, 0 drops it)",
"measured": -21.47143067182134,
"tolerance": [
0.5,
1.5
],
"status": "info",
"note": "neither can be told: its distance from the ideal state, 6.12e-17, is more than half the gate's effect, 2.72e-18",
"step": 2.7248972640692436e-18
},
{
"entry": "below_grid_k60",
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"quantity": "distance from the exact state, modulo a global phase",
"measured": 6.123233995736766e-17,
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"adapter": [
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},
{
"entry": "below_grid_k60",
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0.5,
1.5
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"step": 2.7248972640692436e-18
},
{
"entry": "below_grid_k60",
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},
{
"entry": "below_grid_k60",
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0.5,
1.5
],
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"step": 2.7248972640692436e-18
},
{
"entry": "below_grid_k60",
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},
{
"entry": "below_grid_k60",
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0.5,
1.5
],
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},
{
"entry": "below_grid_k60",
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},
{
"entry": "below_grid_k60",
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0.5,
1.5
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},
{
"entry": "below_grid_k60",
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},
{
"entry": "below_grid_k60",
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1.5
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{
"entry": "below_grid_k60",
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},
{
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"measured": "the angle 0.000000000001 is not a dyadic multiple of 2\u03c0 (2\u03c0m/2^k, k \u2264 32) [Q500]",
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"status": "refused"
},
{
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},
{
"entry": "tiny_radians",
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1.5
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{
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{
"entry": "tiny_radians",
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1.5
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{
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{
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1.5
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{
"entry": "tiny_radians",
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{
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1.5
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{
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{
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1.5
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{
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{
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1.5
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{
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{
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1.5
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{
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{
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{
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},
{
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},
{
"entry": "controlled_small_angle_k30",
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},
{
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},
{
"entry": "controlled_small_angle_k30",
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1.5
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{
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},
{
"entry": "controlled_small_angle_k30",
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0.5,
1.5
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{
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},
{
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1.5
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{
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},
{
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1.5
],
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{
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},
{
"entry": "controlled_small_angle_k30",
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1.5
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},
{
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},
{
"entry": "controlled_small_angle_k30",
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1.5
],
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},
{
"entry": "controlled_small_angle_k30",
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},
{
"entry": "controlled_small_angle_k30",
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1.5
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{
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},
{
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},
{
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},
{
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},
{
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},
{
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1.00001895
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},
{
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},
{
"entry": "repeated_phase_k19",
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},
{
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},
{
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},
{
"entry": "repeated_phase_k19",
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},
{
"entry": "repeated_phase_k19",
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{
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{
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{
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{
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},
{
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},
{
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{
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{
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{
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{
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{
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{
"entry": "full_turn_rz_t2_0",
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},
{
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},
{
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{
"entry": "full_turn_u_t1_0",
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},
{
"entry": "full_turn_u_t1_0",
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},
{
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},
{
"entry": "full_turn_u_t1_0",
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},
{
"entry": "full_turn_u_t1_0",
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},
{
"entry": "full_turn_u_t1_0",
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{
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},
{
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},
{
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{
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{
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},
{
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{
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},
{
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},
{
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},
{
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{
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},
{
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{
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{
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},
{
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},
{
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},
{
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},
{
"entry": "controlled_rz_full_turn",
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},
{
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},
{
"entry": "controlled_rz_full_turn",
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},
{
"entry": "controlled_rz_full_turn",
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"measured": true,
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},
{
"entry": "controlled_rz_full_turn",
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},
{
"entry": "controlled_rz_full_turn",
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},
{
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},
{
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},
{
"entry": "controlled_rz_full_turn",
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},
{
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},
{
"entry": "controlled_rz_full_turn",
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"seconds": 0.0006090309470891953
},
{
"entry": "controlled_rz_full_turn",
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"measured": 8.636168555094445e-78,
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},
{
"entry": "teleport",
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},
{
"entry": "reset_after_superposition",
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},
{
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"tolerance": null,
"status": "not run",
"note": "measurement in the middle (or one qubit measured twice)"
},
{
"entry": "feedback_flip",
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},
{
"entry": "ghz_by_fusion",
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},
{
"entry": "repeat_until_success",
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"tolerance": null,
"status": "known",
"note": "ValueError: [changePermutation] Target must be an injective mapping using only keys and logical qubits from the source permutation. | known: MQT DDSIM 2.7.0's qasm_simulator raises ValueError [changePermutation] on this program (two qubits; qubit 1 measured three times in the middle, with gates between and an x conditioned on each reading; four classical bits) and gives no counts. It raises the same without the conditioned x, and on qubit 1 measured, h, measured again, then qubit 0 measured into a third bit; with no third bit it gives counts. Each is a case of the reproducer.",
"right": "the exact reference, which every other engine that ran this program met (the results files)"
},
{
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},
{
"entry": "clifford_ghz_n100",
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"measured": 100,
"tolerance": 100,
"status": "pass"
},
{
"entry": "clifford_ghz_n100",
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"quantity": "reduced stabilizer group equals the reference's",
"measured": true,
"tolerance": true,
"status": "pass",
"seconds": 3.456464037299156e-05
},
{
"entry": "clifford_ghz_n100",
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"quantity": "generators of the reference group whose expectation is not their sign",
"measured": 0,
"tolerance": 0,
"status": "pass",
"seconds": 9.077e-06
},
{
"entry": "clifford_ghz_n100",
"engine": "wai.stabilizer",
"quantity": "outcome dimension against the rank of the group's X part",
"measured": 1,
"tolerance": 1,
"status": "pass"
},
{
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{
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{
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{
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{
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{
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{
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},
{
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},
{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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{
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"measured": 0.04153960683954205,
"tolerance": 20.852626393759476,
"status": "pass",
"note": "bound 20.9, 824 terms at the peak, at most 108 rotations",
"seconds": 0.050751043
},
{
"entry": "pauli_rotations_n6",
"engine": "wai.pauli",
"quantity": "<Z0> within its truncation bound and rounding of the integer state's, threshold 0.001",
"measured": 0.0003266016295680794,
"tolerance": 1.2935347937674175,
"status": "pass",
"note": "bound 1.29, 2071 terms at the peak, at most 108 rotations",
"seconds": 0.050751043
},
{
"entry": "pauli_rotations_n6",
"engine": "wai.pauli",
"quantity": "<Z0> within its truncation bound and rounding of the integer state's, threshold 0.0001",
"measured": 3.7347908188578385e-05,
"tolerance": 0.07310871913424812,
"status": "pass",
"note": "bound 0.0731, 2775 terms at the peak, at most 108 rotations",
"seconds": 0.050751043
},
{
"entry": "pauli_rotations_n6",
"engine": "wai.pauli",
"quantity": "<Z0> within its truncation bound and rounding of the integer state's, threshold 1e-05",
"measured": 3.684126057536961e-08,
"tolerance": 0.0018126371278016445,
"status": "pass",
"note": "bound 0.00181, 3086 terms at the peak, at most 108 rotations",
"seconds": 0.050751043
},
{
"entry": "pauli_rotations_n6",
"engine": "wai.pauli",
"quantity": "<X1 Z2> within its truncation bound and rounding of the integer state's, threshold 0.01",
"measured": 0.01593268740938412,
"tolerance": 45.640163126045614,
"status": "pass",
"note": "bound 45.6, 825 terms at the peak, at most 108 rotations",
"seconds": 0.050751043
},
{
"entry": "pauli_rotations_n6",
"engine": "wai.pauli",
"quantity": "<X1 Z2> within its truncation bound and rounding of the integer state's, threshold 0.001",
"measured": 0.005102953034601464,
"tolerance": 6.317829450785974,
"status": "pass",
"note": "bound 6.32, 3161 terms at the peak, at most 108 rotations",
"seconds": 0.050751043
},
{
"entry": "pauli_rotations_n6",
"engine": "wai.pauli",
"quantity": "<X1 Z2> within its truncation bound and rounding of the integer state's, threshold 0.0001",
"measured": 0.0002466498256517116,
"tolerance": 0.22582164497636423,
"status": "pass",
"note": "bound 0.226, 4001 terms at the peak, at most 108 rotations",
"seconds": 0.050751043
},
{
"entry": "pauli_rotations_n6",
"engine": "wai.pauli",
"quantity": "<X1 Z2> within its truncation bound and rounding of the integer state's, threshold 1e-05",
"measured": 1.1453364550559616e-06,
"tolerance": 0.005187360080459115,
"status": "pass",
"note": "bound 0.00519, 4093 terms at the peak, at most 108 rotations",
"seconds": 0.050751043
},
{
"entry": "pauli_rotations_n6",
"engine": "wai.pauli",
"quantity": "<-0.75 Y3 Y4> within its truncation bound and rounding of the integer state's, threshold 0.01",
"measured": 0.02180354635690981,
"tolerance": 40.568637334559945,
"status": "pass",
"note": "bound 40.6, 817 terms at the peak, at most 108 rotations",
"seconds": 0.050751043
},
{
"entry": "pauli_rotations_n6",
"engine": "wai.pauli",
"quantity": "<-0.75 Y3 Y4> within its truncation bound and rounding of the integer state's, threshold 0.001",
"measured": 0.004552349734593761,
"tolerance": 4.287726142103236,
"status": "pass",
"note": "bound 4.29, 3560 terms at the peak, at most 108 rotations",
"seconds": 0.050751043
},
{
"entry": "pauli_rotations_n6",
"engine": "wai.pauli",
"quantity": "<-0.75 Y3 Y4> within its truncation bound and rounding of the integer state's, threshold 0.0001",
"measured": 0.0002556071150717236,
"tolerance": 0.12493572322278611,
"status": "pass",
"note": "bound 0.125, 4034 terms at the peak, at most 108 rotations",
"seconds": 0.050751043
},
{
"entry": "pauli_rotations_n6",
"engine": "wai.pauli",
"quantity": "<-0.75 Y3 Y4> within its truncation bound and rounding of the integer state's, threshold 1e-05",
"measured": 1.0000582769922996e-05,
"tolerance": 0.0026209648886536523,
"status": "pass",
"note": "bound 0.00262, 4086 terms at the peak, at most 108 rotations",
"seconds": 0.050751043
},
{
"entry": "pauli_rotations_n6",
"engine": "wai.pauli",
"quantity": "<Z0 Z1 Z2 Z3 Z4 Z5> within its truncation bound and rounding of the integer state's, threshold 0.01",
"measured": 0.09086964011144807,
"tolerance": 63.27657603880137,
"status": "pass",
"note": "bound 63.3, 1003 terms at the peak, at most 108 rotations",
"seconds": 0.050751043
},
{
"entry": "pauli_rotations_n6",
"engine": "wai.pauli",
"quantity": "<Z0 Z1 Z2 Z3 Z4 Z5> within its truncation bound and rounding of the integer state's, threshold 0.001",
"measured": 0.0039030246632901417,
"tolerance": 7.475909510687922,
"status": "pass",
"note": "bound 7.48, 3567 terms at the peak, at most 108 rotations",
"seconds": 0.050751043
},
{
"entry": "pauli_rotations_n6",
"engine": "wai.pauli",
"quantity": "<Z0 Z1 Z2 Z3 Z4 Z5> within its truncation bound and rounding of the integer state's, threshold 0.0001",
"measured": 9.050436454141055e-05,
"tolerance": 0.3292264136973004,
"status": "pass",
"note": "bound 0.329, 4028 terms at the peak, at most 108 rotations",
"seconds": 0.050751043
},
{
"entry": "pauli_rotations_n6",
"engine": "wai.pauli",
"quantity": "<Z0 Z1 Z2 Z3 Z4 Z5> within its truncation bound and rounding of the integer state's, threshold 1e-05",
"measured": 3.818827049631409e-06,
"tolerance": 0.00814111338602442,
"status": "pass",
"note": "bound 0.00814, 4076 terms at the peak, at most 108 rotations",
"seconds": 0.050751043
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Z0> within its truncation bound and rounding of the integer state's, threshold 0",
"measured": 1.1572056924803278e-76,
"tolerance": 4.0967229608668276e-14,
"status": "pass",
"note": "bound 0, 1 terms at the peak, at most 23 rotations",
"seconds": 0.004854573
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Z0>: the truncation bound at threshold 0, where only exact zeros drop",
"measured": 0.0,
"tolerance": 0.0,
"status": "pass"
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<X4 X5> within its truncation bound and rounding of the integer state's, threshold 0",
"measured": 1.195145096351886e-77,
"tolerance": 3.836930773104541e-13,
"status": "pass",
"note": "bound 0, 64 terms at the peak, at most 23 rotations",
"seconds": 0.004854573
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<X4 X5>: the truncation bound at threshold 0, where only exact zeros drop",
"measured": 0.0,
"tolerance": 0.0,
"status": "pass"
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Y9> within its truncation bound and rounding of the integer state's, threshold 0",
"measured": 8.728231595411243e-77,
"tolerance": 5.809342097129968e-14,
"status": "pass",
"note": "bound 0, 2 terms at the peak, at most 23 rotations",
"seconds": 0.004854573
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Y9>: the truncation bound at threshold 0, where only exact zeros drop",
"measured": 0.0,
"tolerance": 0.0,
"status": "pass"
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Z2 X3 Y7> within its truncation bound and rounding of the integer state's, threshold 0",
"measured": 0.0,
"tolerance": 9.83684766073877e-13,
"status": "pass",
"note": "bound 0, 224 terms at the peak, at most 23 rotations",
"seconds": 0.004854573
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Z2 X3 Y7>: the truncation bound at threshold 0, where only exact zeros drop",
"measured": 0.0,
"tolerance": 0.0,
"status": "pass"
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Z0> within its truncation bound and rounding of the integer state's, threshold 0.01",
"measured": 1.1572056924803278e-76,
"tolerance": 4.0967229608668276e-14,
"status": "pass",
"note": "bound 0, 1 terms at the peak, at most 23 rotations",
"seconds": 0.01357378
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Z0> within its truncation bound and rounding of the integer state's, threshold 0.001",
"measured": 1.1572056924803278e-76,
"tolerance": 4.0967229608668276e-14,
"status": "pass",
"note": "bound 0, 1 terms at the peak, at most 23 rotations",
"seconds": 0.01357378
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Z0> within its truncation bound and rounding of the integer state's, threshold 0.0001",
"measured": 1.1572056924803278e-76,
"tolerance": 4.0967229608668276e-14,
"status": "pass",
"note": "bound 0, 1 terms at the peak, at most 23 rotations",
"seconds": 0.01357378
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Z0> within its truncation bound and rounding of the integer state's, threshold 1e-05",
"measured": 1.1572056924803278e-76,
"tolerance": 4.0967229608668276e-14,
"status": "pass",
"note": "bound 0, 1 terms at the peak, at most 23 rotations",
"seconds": 0.01357378
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<X4 X5> within its truncation bound and rounding of the integer state's, threshold 0.01",
"measured": 1.195145096351886e-77,
"tolerance": 3.836930773104541e-13,
"status": "pass",
"note": "bound 0, 64 terms at the peak, at most 23 rotations",
"seconds": 0.01357378
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<X4 X5> within its truncation bound and rounding of the integer state's, threshold 0.001",
"measured": 1.195145096351886e-77,
"tolerance": 3.836930773104541e-13,
"status": "pass",
"note": "bound 0, 64 terms at the peak, at most 23 rotations",
"seconds": 0.01357378
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<X4 X5> within its truncation bound and rounding of the integer state's, threshold 0.0001",
"measured": 1.195145096351886e-77,
"tolerance": 3.836930773104541e-13,
"status": "pass",
"note": "bound 0, 64 terms at the peak, at most 23 rotations",
"seconds": 0.01357378
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<X4 X5> within its truncation bound and rounding of the integer state's, threshold 1e-05",
"measured": 1.195145096351886e-77,
"tolerance": 3.836930773104541e-13,
"status": "pass",
"note": "bound 0, 64 terms at the peak, at most 23 rotations",
"seconds": 0.01357378
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Y9> within its truncation bound and rounding of the integer state's, threshold 0.01",
"measured": 8.728231595411243e-77,
"tolerance": 5.809342097129968e-14,
"status": "pass",
"note": "bound 0, 2 terms at the peak, at most 23 rotations",
"seconds": 0.01357378
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Y9> within its truncation bound and rounding of the integer state's, threshold 0.001",
"measured": 8.728231595411243e-77,
"tolerance": 5.809342097129968e-14,
"status": "pass",
"note": "bound 0, 2 terms at the peak, at most 23 rotations",
"seconds": 0.01357378
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Y9> within its truncation bound and rounding of the integer state's, threshold 0.0001",
"measured": 8.728231595411243e-77,
"tolerance": 5.809342097129968e-14,
"status": "pass",
"note": "bound 0, 2 terms at the peak, at most 23 rotations",
"seconds": 0.01357378
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Y9> within its truncation bound and rounding of the integer state's, threshold 1e-05",
"measured": 8.728231595411243e-77,
"tolerance": 5.809342097129968e-14,
"status": "pass",
"note": "bound 0, 2 terms at the peak, at most 23 rotations",
"seconds": 0.01357378
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Z2 X3 Y7> within its truncation bound and rounding of the integer state's, threshold 0.01",
"measured": 0.0,
"tolerance": 5.938954507345631e-13,
"status": "pass",
"note": "bound 3.96e-16, 120 terms at the peak, at most 23 rotations",
"seconds": 0.01357378
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Z2 X3 Y7> within its truncation bound and rounding of the integer state's, threshold 0.001",
"measured": 0.0,
"tolerance": 5.938954507345631e-13,
"status": "pass",
"note": "bound 3.96e-16, 120 terms at the peak, at most 23 rotations",
"seconds": 0.01357378
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Z2 X3 Y7> within its truncation bound and rounding of the integer state's, threshold 0.0001",
"measured": 0.0,
"tolerance": 5.938954507345631e-13,
"status": "pass",
"note": "bound 3.96e-16, 120 terms at the peak, at most 23 rotations",
"seconds": 0.01357378
},
{
"entry": "pauli_clifford_t_n10",
"engine": "wai.pauli",
"quantity": "<Z2 X3 Y7> within its truncation bound and rounding of the integer state's, threshold 1e-05",
"measured": 0.0,
"tolerance": 5.938954507345631e-13,
"status": "pass",
"note": "bound 3.96e-16, 120 terms at the peak, at most 23 rotations",
"seconds": 0.01357378
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<Z6> within its truncation bound and rounding of the integer state's, threshold 0",
"measured": 3.400617237193491e-16,
"tolerance": 1.2183600684834281e-11,
"status": "pass",
"note": "bound 0, 1430 terms at the peak, at most 92 rotations",
"seconds": 0.005930897
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<Z6>: the truncation bound at threshold 0, where only exact zeros drop",
"measured": 0.0,
"tolerance": 0.0,
"status": "pass"
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<X5 X6> within its truncation bound and rounding of the integer state's, threshold 0",
"measured": 1.1229827932163488e-16,
"tolerance": 4.4056478706947426e-11,
"status": "pass",
"note": "bound 0, 4466 terms at the peak, at most 92 rotations",
"seconds": 0.005930897
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<X5 X6>: the truncation bound at threshold 0, where only exact zeros drop",
"measured": 0.0,
"tolerance": 0.0,
"status": "pass"
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<Z0 Z11> within its truncation bound and rounding of the integer state's, threshold 0",
"measured": 1.6332503796725896e-17,
"tolerance": 1.3642420526593924e-12,
"status": "pass",
"note": "bound 0, 64 terms at the peak, at most 92 rotations",
"seconds": 0.005930897
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<Z0 Z11>: the truncation bound at threshold 0, where only exact zeros drop",
"measured": 0.0,
"tolerance": 0.0,
"status": "pass"
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<Z6> within its truncation bound and rounding of the integer state's, threshold 0.01",
"measured": 0.009258249392870684,
"tolerance": 0.25104488180216095,
"status": "pass",
"note": "bound 0.251, 51 terms at the peak, at most 92 rotations",
"seconds": 0.012640937
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<Z6> within its truncation bound and rounding of the integer state's, threshold 0.001",
"measured": 0.0013966746548881373,
"tolerance": 0.0619213743293392,
"status": "pass",
"note": "bound 0.0619, 126 terms at the peak, at most 92 rotations",
"seconds": 0.012640937
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<Z6> within its truncation bound and rounding of the integer state's, threshold 0.0001",
"measured": 0.00015441104293301844,
"tolerance": 0.0038069947833124576,
"status": "pass",
"note": "bound 0.00381, 317 terms at the peak, at most 92 rotations",
"seconds": 0.012640937
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<Z6> within its truncation bound and rounding of the integer state's, threshold 1e-05",
"measured": 7.186828985379701e-06,
"tolerance": 0.0004872828962659119,
"status": "pass",
"note": "bound 0.000487, 459 terms at the peak, at most 92 rotations",
"seconds": 0.012640937
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<X5 X6> within its truncation bound and rounding of the integer state's, threshold 0.01",
"measured": 0.006689946350965036,
"tolerance": 1.943513677991279,
"status": "pass",
"note": "bound 1.94, 192 terms at the peak, at most 92 rotations",
"seconds": 0.012640937
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<X5 X6> within its truncation bound and rounding of the integer state's, threshold 0.001",
"measured": 0.000676160308032274,
"tolerance": 0.2721550491454202,
"status": "pass",
"note": "bound 0.272, 694 terms at the peak, at most 92 rotations",
"seconds": 0.012640937
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<X5 X6> within its truncation bound and rounding of the integer state's, threshold 0.0001",
"measured": 6.816909511182673e-05,
"tolerance": 0.019641351627867353,
"status": "pass",
"note": "bound 0.0196, 1258 terms at the peak, at most 92 rotations",
"seconds": 0.012640937
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<X5 X6> within its truncation bound and rounding of the integer state's, threshold 1e-05",
"measured": 5.953764072029578e-06,
"tolerance": 0.000734346905428926,
"status": "pass",
"note": "bound 0.000734, 1685 terms at the peak, at most 92 rotations",
"seconds": 0.012640937
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<Z0 Z11> within its truncation bound and rounding of the integer state's, threshold 0.01",
"measured": 1.6332503796725896e-17,
"tolerance": 0.14003223426279382,
"status": "pass",
"note": "bound 0.14, 25 terms at the peak, at most 92 rotations",
"seconds": 0.012640937
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<Z0 Z11> within its truncation bound and rounding of the integer state's, threshold 0.001",
"measured": 1.6332503796725896e-17,
"tolerance": 0.00045995705639790505,
"status": "pass",
"note": "bound 0.00046, 63 terms at the peak, at most 92 rotations",
"seconds": 0.012640937
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<Z0 Z11> within its truncation bound and rounding of the integer state's, threshold 0.0001",
"measured": 1.6332503796725896e-17,
"tolerance": 1.3645118985506777e-12,
"status": "pass",
"note": "bound 2.7e-16, 64 terms at the peak, at most 92 rotations",
"seconds": 0.012640937
},
{
"entry": "pauli_kicked_ising_n12",
"engine": "wai.pauli",
"quantity": "<Z0 Z11> within its truncation bound and rounding of the integer state's, threshold 1e-05",
"measured": 1.6332503796725896e-17,
"tolerance": 1.3645118985506777e-12,
"status": "pass",
"note": "bound 2.7e-16, 64 terms at the peak, at most 92 rotations",
"seconds": 0.012640937
},
{
"entry": "pauli_dyadic_n8",
"engine": "wai.pauli",
"quantity": "<Z3> within its truncation bound and rounding of the integer state's, threshold 0",
"measured": 7.458936758882607e-16,
"tolerance": 3.7307299912158534e-11,
"status": "pass",
"note": "bound 0, 4176 terms at the peak, at most 64 rotations",
"seconds": 0.008304382
},
{
"entry": "pauli_dyadic_n8",
"engine": "wai.pauli",
"quantity": "<Z3>: the truncation bound at threshold 0, where only exact zeros drop",
"measured": 0.0,
"tolerance": 0.0,
"status": "pass"
},
{
"entry": "pauli_dyadic_n8",
"engine": "wai.pauli",
"quantity": "<X0 Y1> within its truncation bound and rounding of the integer state's, threshold 0",
"measured": 9.868099272423804e-17,
"tolerance": 2.1231811854332395e-10,
"status": "pass",
"note": "bound 0, 14732 terms at the peak, at most 64 rotations",
"seconds": 0.008304382
},
{
"entry": "pauli_dyadic_n8",
"engine": "wai.pauli",
"quantity": "<X0 Y1>: the truncation bound at threshold 0, where only exact zeros drop",
"measured": 0.0,
"tolerance": 0.0,
"status": "pass"
},
{
"entry": "pauli_dyadic_n8",
"engine": "wai.pauli",
"quantity": "<Z4 Z5 Z6 Z7> within its truncation bound and rounding of the integer state's, threshold 0",
"measured": 3.804952210478596e-17,
"tolerance": 2.8070687040620743e-10,
"status": "pass",
"note": "bound 0, 17883 terms at the peak, at most 64 rotations",
"seconds": 0.008304382
},
{
"entry": "pauli_dyadic_n8",
"engine": "wai.pauli",
"quantity": "<Z4 Z5 Z6 Z7>: the truncation bound at threshold 0, where only exact zeros drop",
"measured": 0.0,
"tolerance": 0.0,
"status": "pass"
},
{
"entry": "pauli_dyadic_n8",
"engine": "wai.pauli",
"quantity": "<Z3> within its truncation bound and rounding of the integer state's, threshold 0.1",
"measured": 0.23897699148419368,
"tolerance": 2.0815781900780053,
"status": "pass",
"note": "bound 2.08, 14 terms at the peak, at most 64 rotations",
"seconds": 0.010618185
},
{
"entry": "pauli_dyadic_n8",
"engine": "wai.pauli",
"quantity": "<Z3> within its truncation bound and rounding of the integer state's, threshold 0.01",
"measured": 0.007373703610395185,
"tolerance": 0.4150163999534116,
"status": "pass",
"note": "bound 0.415, 80 terms at the peak, at most 64 rotations",
"seconds": 0.010618185
},
{
"entry": "pauli_dyadic_n8",
"engine": "wai.pauli",
"quantity": "<Z3> within its truncation bound and rounding of the integer state's, threshold 0.001",
"measured": 0.0007179444436735856,
"tolerance": 0.20441667918494438,
"status": "pass",
"note": "bound 0.204, 268 terms at the peak, at most 64 rotations",
"seconds": 0.010618185
},
{
"entry": "pauli_dyadic_n8",
"engine": "wai.pauli",
"quantity": "<X0 Y1> within its truncation bound and rounding of the integer state's, threshold 0.1",
"measured": 0.022940423671673135,
"tolerance": 10.903762867803671,
"status": "pass",
"note": "bound 10.9, 23 terms at the peak, at most 64 rotations",
"seconds": 0.010618185
},
{
"entry": "pauli_dyadic_n8",
"engine": "wai.pauli",
"quantity": "<X0 Y1> within its truncation bound and rounding of the integer state's, threshold 0.01",
"measured": 0.011229656078564578,
"tolerance": 4.97439647764766,
"status": "pass",
"note": "bound 4.97, 313 terms at the peak, at most 64 rotations",
"seconds": 0.010618185
},
{
"entry": "pauli_dyadic_n8",
"engine": "wai.pauli",
"quantity": "<X0 Y1> within its truncation bound and rounding of the integer state's, threshold 0.001",
"measured": 0.0009225935360801117,
"tolerance": 0.7984085882209306,
"status": "pass",
"note": "bound 0.798, 930 terms at the peak, at most 64 rotations",
"seconds": 0.010618185
},
{
"entry": "pauli_dyadic_n8",
"engine": "wai.pauli",
"quantity": "<Z4 Z5 Z6 Z7> within its truncation bound and rounding of the integer state's, threshold 0.1",
"measured": 0.008026884703476168,
"tolerance": 9.189135693870591,
"status": "pass",
"note": "bound 9.19, 19 terms at the peak, at most 64 rotations",
"seconds": 0.010618185
},
{
"entry": "pauli_dyadic_n8",
"engine": "wai.pauli",
"quantity": "<Z4 Z5 Z6 Z7> within its truncation bound and rounding of the integer state's, threshold 0.01",
"measured": 0.002669246567753643,
"tolerance": 6.010093981080778,
"status": "pass",
"note": "bound 6.01, 290 terms at the peak, at most 64 rotations",
"seconds": 0.010618185
},
{
"entry": "pauli_dyadic_n8",
"engine": "wai.pauli",
"quantity": "<Z4 Z5 Z6 Z7> within its truncation bound and rounding of the integer state's, threshold 0.001",
"measured": 0.0017698324251209862,
"tolerance": 1.4620656519391917,
"status": "pass",
"note": "bound 1.46, 1442 terms at the peak, at most 64 rotations",
"seconds": 0.010618185
},
{
"entry": "stabrank_clifford_t_n5",
"engine": "wai.stabrank",
"quantity": "amplitudes of the exact sum against the integer state, worst error, with the circuit's phase (7 T gates)",
"measured": 1.593587690297802e-16,
"tolerance": 7.149975150527094e-15,
"status": "pass",
"note": "class exact, 128 terms",
"seconds": 0.005246544
},
{
"entry": "stabrank_clifford_t_n5",
"engine": "wai.stabrank",
"quantity": "<Z0> of the exact sum (the sandwich of 14 T gates) against the integer state's",
"measured": 6.661338147750939e-16,
"tolerance": 1.7265028514481202e-14,
"status": "pass"
},
{
"entry": "stabrank_clifford_t_n5",
"engine": "wai.stabrank",
"quantity": "<X1 X2> of the exact sum (the sandwich of 14 T gates) against the integer state's",
"measured": 0.0,
"tolerance": 1.7154006212018687e-14,
"status": "pass"
},
{
"entry": "stabrank_clifford_t_n5",
"engine": "wai.stabrank",
"quantity": "<Y3 Z4> of the exact sum (the sandwich of 14 T gates) against the integer state's",
"measured": 0.0,
"tolerance": 1.7154006212018687e-14,
"status": "pass"
},
{
"entry": "stabrank_toffoli_n4",
"engine": "wai.stabrank",
"quantity": "amplitudes of the exact sum against the integer state, worst error, with the circuit's phase (15 T gates)",
"measured": 2.221174598089763e-16,
"tolerance": 1.85673625276563e-14,
"status": "pass",
"note": "class exact, 32768 terms",
"seconds": 0.008960553
},
{
"entry": "stabrank_clifford_t_n8",
"engine": "wai.stabrank",
"quantity": "amplitudes of the exact sum against the integer state, worst error, with the circuit's phase (12 T gates)",
"measured": 1.231064191043318e-16,
"tolerance": 1.521605075921395e-14,
"status": "pass",
"note": "class exact, 4096 terms",
"seconds": 0.06411249299999999
},
{
"entry": "stabrank_clifford_t_n8",
"engine": "wai.stabrank",
"quantity": "<Z0 Z7> of the exact sum (the sandwich of 24 T gates) against the integer state's",
"measured": 0.0,
"tolerance": 5.71653218363023e-14,
"status": "pass"
},
{
"entry": "cutrank_n8",
"engine": "wai.cutrank",
"quantity": "256 amplitudes against the integer state, 2-norm modulo a global phase",
"measured": 5.682141714832843e-16,
"tolerance": 2.5579538487363607e-12,
"status": "pass",
"note": "class exact, widest cut 2",
"strict": 5.944584246211785e-16,
"seconds": 0.6560850540000001
},
{
"entry": "cutrank_n12",
"engine": "wai.cutrank",
"quantity": "247 amplitudes against the integer state, 2-norm modulo a global phase",
"measured": 1.4509865642944956e-16,
"tolerance": 1.4963854571428424e-11,
"status": "pass",
"note": "class exact, widest cut 3",
"strict": 1.477955022185145e-16,
"seconds": 1.114279359
},
{
"entry": "cutrank_n16",
"engine": "wai.cutrank",
"quantity": "65 amplitudes against the integer state, 2-norm modulo a global phase",
"measured": 2.196229854888096e-17,
"tolerance": 4.0787480179379307e-11,
"status": "pass",
"note": "class exact, widest cut 4",
"strict": 2.1948090209856587e-17,
"seconds": 0.6846996679999999
},
{
"entry": "cutrank_n20",
"engine": "wai.cutrank",
"quantity": "65 amplitudes against the integer state, 2-norm modulo a global phase",
"measured": 6.832413871762575e-18,
"tolerance": 2.0347911460274622e-10,
"status": "pass",
"note": "class exact, widest cut 6",
"strict": 6.854300789323039e-18,
"seconds": 1.524679596
},
{
"entry": "noisy_ghz_n3",
"engine": "wai.density_matrix",
"quantity": "<Z0 Z1> under noise against the integer density matrix's",
"measured": 1.900914980978996e-16,
"tolerance": 4.154694316390943e-12,
"status": "pass",
"note": "9 superoperators"
},
{
"entry": "noisy_ghz_n3",
"engine": "wai.density_matrix",
"quantity": "<X0 X1 X2> under noise against the integer density matrix's",
"measured": 1.1354207648158384e-16,
"tolerance": 4.154694316390943e-12,
"status": "pass",
"note": "9 superoperators"
},
{
"entry": "noisy_ghz_n3",
"engine": "wai.density_matrix",
"quantity": "<Z2> under noise against the integer density matrix's",
"measured": 0.0,
"tolerance": 4.154694316390943e-12,
"status": "pass",
"note": "9 superoperators"
},
{
"entry": "noisy_ghz_n3",
"engine": "aer.density_matrix",
"quantity": "<Z0 Z1> under noise against the integer density matrix's",
"measured": 7.906919563538395e-17,
"tolerance": 3.720372190324672e-13,
"status": "pass"
},
{
"entry": "noisy_ghz_n3",
"engine": "aer.density_matrix",
"quantity": "<X0 X1 X2> under noise against the integer density matrix's",
"measured": 2.5197740190681846e-18,
"tolerance": 3.720372190324672e-13,
"status": "pass"
},
{
"entry": "noisy_ghz_n3",
"engine": "aer.density_matrix",
"quantity": "<Z2> under noise against the integer density matrix's",
"measured": 1.1102230246251565e-16,
"tolerance": 3.720372190324672e-13,
"status": "pass"
},
{
"entry": "noisy_rotations_n3",
"engine": "wai.density_matrix",
"quantity": "<Z0> under noise against the integer density matrix's",
"measured": 1.2435350592267118e-15,
"tolerance": 3.046775832020025e-11,
"status": "pass",
"note": "66 superoperators"
},
{
"entry": "noisy_rotations_n3",
"engine": "wai.density_matrix",
"quantity": "<X1 Y2> under noise against the integer density matrix's",
"measured": 6.085451137169608e-16,
"tolerance": 3.046775832020025e-11,
"status": "pass",
"note": "66 superoperators"
},
{
"entry": "noisy_rotations_n3",
"engine": "wai.density_matrix",
"quantity": "<Z0 Z1 Z2> under noise against the integer density matrix's",
"measured": 3.7671360665912674e-16,
"tolerance": 3.046775832020025e-11,
"status": "pass",
"note": "66 superoperators"
},
{
"entry": "noisy_clifford_n4",
"engine": "wai.density_matrix",
"quantity": "<Z0 Z1> under noise against the integer density matrix's",
"measured": 8.673617379884035e-17,
"tolerance": 6.397902831954884e-11,
"status": "pass",
"note": "98 superoperators"
},
{
"entry": "noisy_clifford_n4",
"engine": "wai.density_matrix",
"quantity": "<X2> under noise against the integer density matrix's",
"measured": 0.0,
"tolerance": 6.397902831954884e-11,
"status": "pass",
"note": "98 superoperators"
},
{
"entry": "noisy_clifford_n4",
"engine": "wai.density_matrix",
"quantity": "<Y1 Y3> under noise against the integer density matrix's",
"measured": 0.0,
"tolerance": 6.397902831954884e-11,
"status": "pass",
"note": "98 superoperators"
},
{
"entry": "noisy_clifford_n4",
"engine": "wai.density_matrix",
"quantity": "<Z0 Z1 Z2 Z3> under noise against the integer density matrix's",
"measured": 5.898059818321144e-17,
"tolerance": 6.397902831954884e-11,
"status": "pass",
"note": "98 superoperators"
},
{
"entry": "mitigate_zne_ghz_n3",
"engine": "wai.mitigate",
"quantity": "zne: the ideal <Z0 Z1> it states, against the integer state's",
"measured": 2.220446049250313e-16,
"tolerance": 1.4684768200494574e-13,
"status": "pass"
},
{
"entry": "mitigate_zne_ghz_n3",
"engine": "wai.mitigate",
"quantity": "zne: the ideal <X0 X1 X2> it states, against the integer state's",
"measured": 2.220446049250313e-16,
"tolerance": 1.4684768200494574e-13,
"status": "pass"
},
{
"entry": "mitigate_vd_n2",
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"quantity": "vd: the ideal <Z0 Z1> it states, against the integer state's",
"measured": 9.337725537817898e-17,
"tolerance": 1.4684768200494574e-13,
"status": "pass"
},
{
"entry": "mitigate_vd_n2",
"engine": "wai.mitigate",
"quantity": "vd: the ideal <X0 X1> it states, against the integer state's",
"measured": 9.337725537817898e-17,
"tolerance": 1.4684768200494574e-13,
"status": "pass"
},
{
"entry": "mitigate_vd_n2",
"engine": "wai.mitigate",
"quantity": "vd: the purity Tr(\u03c1\u00b2) it states, against the integer density matrix's",
"measured": 1.9769147124593541e-16,
"tolerance": 2.9395888817166433e-12,
"status": "pass"
},
{
"entry": "pulse_rabi",
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"quantity": "P(1) against the closed form, within the bound the run states",
"measured": 9.153974951123666e-17,
"tolerance": 1.7492673983553573e-12,
"status": "pass",
"note": "closed form 0.476446774645; 101",
"seconds": 0.000994209
},
{
"entry": "pulse_rabi",
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"measured": 1.4705090074249448e-16,
"tolerance": 1.7492673983553573e-12,
"status": "pass",
"note": "closed form 0.523553225355; 101",
"seconds": 0.000994209
},
{
"entry": "pulse_detuned",
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"measured": 1.7508441153107518e-15,
"tolerance": 1.3336004707279506e-12,
"status": "pass",
"note": "closed form 0.322507491719; 77",
"seconds": 0.000758333
},
{
"entry": "pulse_detuned",
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"measured": 1.0247134462521396e-15,
"tolerance": 1.3336004707279506e-12,
"status": "pass",
"note": "closed form 0.677492508281; 77",
"seconds": 0.000758333
},
{
"entry": "pulse_two_axes",
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"measured": 1.190178879845403e-16,
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"note": "closed form 0.609254006112; 100",
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},
{
"entry": "pulse_two_axes",
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"measured": 1.1577385903343897e-15,
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"note": "closed form 0.390745993888; 100",
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},
{
"entry": "pulse_explicit",
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"note": "closed form 0.073679917823; 8",
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},
{
"entry": "pulse_explicit",
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"measured": 1.326817356502874e-16,
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"note": "closed form 0.926320082177; 8",
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},
{
"entry": "decode_repetition_d3",
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},
{
"entry": "decode_repetition_d3",
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},
{
"entry": "decode_repetition_d3",
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},
{
"entry": "decode_surface_z_d3",
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},
{
"entry": "decode_surface_z_d3",
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},
{
"entry": "decode_surface_z_d3",
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},
{
"entry": "decode_surface_z_d5",
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},
{
"entry": "decode_surface_z_d5",
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},
{
"entry": "decode_surface_z_d5",
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"tolerance": 0,
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},
{
"entry": "bit_order_named_bits",
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"quantity": "largest deviation of an outcome's count, in units of its Bernstein bound",
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"tolerance": 1.0,
"status": "pass",
"planned": "stabilizer"
},
{
"entry": "bit_order_named_bits",
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"quantity": "L1 distance from the exact distribution, \u03a3|count/shots \u2212 p| over every outcome (twice the total variation), against its bound",
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"tolerance": 0.11032648469498849,
"status": "pass"
},
{
"entry": "bit_order_named_bits",
"engine": "wai.statevector",
"quantity": "largest deviation of an outcome's count, in units of its Bernstein bound",
"measured": 0.0,
"tolerance": 1.0,
"status": "pass",
"planned": "statevector"
},
{
"entry": "bit_order_named_bits",
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"quantity": "L1 distance from the exact distribution, \u03a3|count/shots \u2212 p| over every outcome (twice the total variation), against its bound",
"measured": 0.0,
"tolerance": 0.11032648469498849,
"status": "pass"
},
{
"entry": "bit_order_named_bits",
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"quantity": "largest deviation of an outcome's count, in units of its Bernstein bound",
"measured": 0.0,
"tolerance": 1.0,
"status": "pass"
},
{
"entry": "bit_order_named_bits",
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"quantity": "L1 distance from the exact distribution, \u03a3|count/shots \u2212 p| over every outcome (twice the total variation), against its bound",
"measured": 0.0,
"tolerance": 0.11032648469498849,
"status": "pass"
},
{
"entry": "bit_order_named_bits",
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"quantity": "largest deviation of an outcome's count, in units of its Bernstein bound",
"measured": 0.0,
"tolerance": 1.0,
"status": "pass"
},
{
"entry": "bit_order_named_bits",
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"quantity": "L1 distance from the exact distribution, \u03a3|count/shots \u2212 p| over every outcome (twice the total variation), against its bound",
"measured": 0.0,
"tolerance": 0.11032648469498849,
"status": "pass"
},
{
"entry": "bit_order_named_bits",
"engine": "qsim.statevector",
"quantity": "largest deviation of an outcome's count, in units of its Bernstein bound",
"measured": 0.0,
"tolerance": 1.0,
"status": "pass"
},
{
"entry": "bit_order_named_bits",
"engine": "qsim.statevector",
"quantity": "L1 distance from the exact distribution, \u03a3|count/shots \u2212 p| over every outcome (twice the total variation), against its bound",
"measured": 0.0,
"tolerance": 0.11032648469498849,
"status": "pass"
},
{
"entry": "bit_order_named_bits",
"engine": "wai.stabilizer",
"quantity": "largest deviation of an outcome's count, in units of its Bernstein bound",
"measured": 0.0,
"tolerance": 1.0,
"status": "pass",
"planned": "stabilizer"
},
{
"entry": "bit_order_named_bits",
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"quantity": "L1 distance from the exact distribution, \u03a3|count/shots \u2212 p| over every outcome (twice the total variation), against its bound",
"measured": 0.0,
"tolerance": 0.11032648469498849,
"status": "pass"
},
{
"entry": "bit_order_named_bits",
"engine": "stim.tableau",
"quantity": "largest deviation of an outcome's count, in units of its Bernstein bound",
"measured": 0.0,
"tolerance": 1.0,
"status": "pass"
},
{
"entry": "bit_order_named_bits",
"engine": "stim.tableau",
"quantity": "L1 distance from the exact distribution, \u03a3|count/shots \u2212 p| over every outcome (twice the total variation), against its bound",
"measured": 0.0,
"tolerance": 0.11032648469498849,
"status": "pass"
},
{
"entry": "ghz_counts_n8",
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"quantity": "largest deviation of an outcome's count, in units of its Bernstein bound",
"measured": 0.021910667869413366,
"tolerance": 1.0,
"status": "pass",
"planned": "stabilizer"
},
{
"entry": "ghz_counts_n8",
"engine": "wai.auto",
"quantity": "L1 distance from the exact distribution, \u03a3|count/shots \u2212 p| over every outcome (twice the total variation), against its bound",
"measured": 0.00048000000000003595,
"tolerance": 0.02237722665160587,
"status": "pass"
},
{
"entry": "ghz_counts_n8",
"engine": "wai.statevector",
"quantity": "largest deviation of an outcome's count, in units of its Bernstein bound",
"measured": 0.2054125112757503,
"tolerance": 1.0,
"status": "pass",
"planned": "statevector"
},
{
"entry": "ghz_counts_n8",
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"quantity": "L1 distance from the exact distribution, \u03a3|count/shots \u2212 p| over every outcome (twice the total variation), against its bound",
"measured": 0.0044999999999999485,
"tolerance": 0.02237722665160587,
"status": "pass"
},
{
"entry": "ghz_counts_n8",
"engine": "aer.statevector",
"quantity": "largest deviation of an outcome's count, in units of its Bernstein bound",
"measured": 0.058428447651768974,
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},
{
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{
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},
{
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{
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},
{
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{
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{
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{
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},
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{
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{
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{
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{
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{
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},
{
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},
{
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{
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{
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{
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{
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},
{
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{
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},
{
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},
{
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},
{
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},
{
"entry": "measure_twice",
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},
{
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"note": "10: 49842 shots, probability 0; 11: 0 shots, expected 50000.0 \u00b1 1095.4 | known: MQT DDSIM 2.7.0's qasm_simulator, given h q[0]; c[0] = measure q[0]; c[1] = measure q[0]; with nothing between the two measurements, returns 00 and 10: c[0] is never set. With x in place of h it gives 10 on every shot; with a barrier between the measurements, 00 and 11; with c[1] measured first and c[0] second, ValueError [changePermutation]. Each is a case of the reproducer, with the circuit built in Qiskit 2.6.2.",
"right": "the exact reference: a second measurement of a qubit in the same basis repeats the first, so only 00 and 11 occur. Every other engine that ran this program met it (the results files)."
},
{
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"status": "known",
"note": "known: MQT DDSIM 2.7.0's qasm_simulator, given h q[0]; c[0] = measure q[0]; c[1] = measure q[0]; with nothing between the two measurements, returns 00 and 10: c[0] is never set. With x in place of h it gives 10 on every shot; with a barrier between the measurements, 00 and 11; with c[1] measured first and c[0] second, ValueError [changePermutation]. Each is a case of the reproducer, with the circuit built in Qiskit 2.6.2.",
"right": "the exact reference: a second measurement of a qubit in the same basis repeats the first, so only 00 and 11 occur. Every other engine that ran this program met it (the results files)."
},
{
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},
{
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"measured": 0.0044999999999999485,
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},
{
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{
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},
{
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{
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{
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},
{
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},
{
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},
{
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"measured": 0.005900000000000016,
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{
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"status": "pass"
},
{
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"engine": "stim.generate",
"quantity": "the pinned generator writes the committed circuit, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "surface_z_d3",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
24,
1
],
"tolerance": [
24,
1
],
"status": "pass"
},
{
"entry": "surface_z_d3",
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"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 1.2091022627558345e-15,
"tolerance": 4.778399897986674e-13,
"status": "pass",
"mechanisms": [
219,
219
],
"seconds": [
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]
},
{
"entry": "surface_z_d3",
"engine": "wai.qec",
"quantity": "the engine's own generator writes the same text, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "surface_z_d5",
"engine": "stim.generate",
"quantity": "the pinned generator writes the committed circuit, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "surface_z_d5",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
120,
1
],
"tolerance": [
120,
1
],
"status": "pass"
},
{
"entry": "surface_z_d5",
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"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 1.5404344466674047e-15,
"tolerance": 2.4140689447449404e-12,
"status": "pass",
"mechanisms": [
1677,
1677
],
"seconds": [
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]
},
{
"entry": "surface_z_d5",
"engine": "wai.qec",
"quantity": "the engine's own generator writes the same text, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "surface_z_d7",
"engine": "stim.generate",
"quantity": "the pinned generator writes the committed circuit, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "surface_z_d7",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
336,
1
],
"tolerance": [
336,
1
],
"status": "pass"
},
{
"entry": "surface_z_d7",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 1.5404344466674047e-15,
"tolerance": 6.837197474851564e-12,
"status": "pass",
"mechanisms": [
5471,
5471
],
"seconds": [
0.012031525,
0.01592487283051014
]
},
{
"entry": "surface_z_d7",
"engine": "wai.qec",
"quantity": "the engine's own generator writes the same text, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "surface_z_d9",
"engine": "stim.generate",
"quantity": "the pinned generator writes the committed circuit, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "surface_z_d9",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
720,
1
],
"tolerance": [
720,
1
],
"status": "pass"
},
{
"entry": "surface_z_d9",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 1.5404344466674047e-15,
"tolerance": 1.4770407119613083e-11,
"status": "pass",
"mechanisms": [
12705,
12705
],
"seconds": [
0.040672087,
0.035468184389173985
]
},
{
"entry": "surface_z_d9",
"engine": "wai.qec",
"quantity": "the engine's own generator writes the same text, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "surface_z_d11",
"engine": "stim.generate",
"quantity": "the pinned generator writes the committed circuit, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "surface_z_d11",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
1320,
1
],
"tolerance": [
1320,
1
],
"status": "pass"
},
{
"entry": "surface_z_d11",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 1.5404344466674047e-15,
"tolerance": 2.723687941852404e-11,
"status": "pass",
"mechanisms": [
24483,
24483
],
"seconds": [
0.038263295,
0.07193511491641402
]
},
{
"entry": "surface_z_d11",
"engine": "wai.qec",
"quantity": "the engine's own generator writes the same text, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "surface_z_d15",
"engine": "stim.generate",
"quantity": "the pinned generator writes the committed circuit, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "surface_z_d15",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
3360,
1
],
"tolerance": [
3360,
1
],
"status": "pass"
},
{
"entry": "surface_z_d15",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 1.5404344466674047e-15,
"tolerance": 6.986233813677245e-11,
"status": "pass",
"mechanisms": [
66087,
66087
],
"seconds": [
0.166990209,
0.2626580810174346
]
},
{
"entry": "surface_z_d15",
"engine": "wai.qec",
"quantity": "the engine's own generator writes the same text, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "surface_x_d3",
"engine": "stim.generate",
"quantity": "the pinned generator writes the committed circuit, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "surface_x_d3",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
24,
1
],
"tolerance": [
24,
1
],
"status": "pass"
},
{
"entry": "surface_x_d3",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 1.4857906571741353e-15,
"tolerance": 4.778399897986674e-13,
"status": "pass",
"mechanisms": [
221,
221
],
"seconds": [
0.000416367,
0.0005384976975619793
]
},
{
"entry": "surface_x_d5",
"engine": "stim.generate",
"quantity": "the pinned generator writes the committed circuit, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "surface_x_d5",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
120,
1
],
"tolerance": [
120,
1
],
"status": "pass"
},
{
"entry": "surface_x_d5",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 1.5413018084053931e-15,
"tolerance": 2.4140689447449404e-12,
"status": "pass",
"mechanisms": [
1679,
1679
],
"seconds": [
0.002858171,
0.004367563407868147
]
},
{
"entry": "surface_x_d7",
"engine": "stim.generate",
"quantity": "the pinned generator writes the committed circuit, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "surface_x_d7",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
336,
1
],
"tolerance": [
336,
1
],
"status": "pass"
},
{
"entry": "surface_x_d7",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 1.5413018084053931e-15,
"tolerance": 6.837197474851564e-12,
"status": "pass",
"mechanisms": [
5473,
5473
],
"seconds": [
0.005730498,
0.011702263727784157
]
},
{
"entry": "unrotated_z_d3",
"engine": "stim.generate",
"quantity": "the pinned generator writes the committed circuit, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "unrotated_z_d3",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
36,
1
],
"tolerance": [
36,
1
],
"status": "pass"
},
{
"entry": "unrotated_z_d3",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 1.0408340855860843e-17,
"tolerance": 7.549516567451064e-13,
"status": "pass",
"mechanisms": [
423,
423
],
"seconds": [
0.000569997,
0.0009618373587727547
]
},
{
"entry": "unrotated_z_d5",
"engine": "stim.generate",
"quantity": "the pinned generator writes the committed circuit, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "unrotated_z_d5",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
200,
1
],
"tolerance": [
200,
1
],
"status": "pass"
},
{
"entry": "unrotated_z_d5",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 1.0408340855860843e-17,
"tolerance": 4.204636638860393e-12,
"status": "pass",
"mechanisms": [
3139,
3139
],
"seconds": [
0.003236175,
0.006147205829620361
]
},
{
"entry": "repetition_d3",
"engine": "stim.generate",
"quantity": "the pinned generator writes the committed circuit, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "repetition_d3",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
8,
1
],
"tolerance": [
8,
1
],
"status": "pass"
},
{
"entry": "repetition_d3",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 3.469446951953614e-18,
"tolerance": 9.414691248821327e-14,
"status": "pass",
"mechanisms": [
21,
21
],
"seconds": [
8.9679e-05,
9.062094613909721e-05
]
},
{
"entry": "repetition_d9",
"engine": "stim.generate",
"quantity": "the pinned generator writes the committed circuit, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "repetition_d9",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
80,
1
],
"tolerance": [
80,
1
],
"status": "pass"
},
{
"entry": "repetition_d9",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 3.469446951953614e-18,
"tolerance": 9.57456336436735e-13,
"status": "pass",
"mechanisms": [
225,
225
],
"seconds": [
0.000468535,
0.000630401074886322
]
},
{
"entry": "repetition_d25",
"engine": "stim.generate",
"quantity": "the pinned generator writes the committed circuit, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "repetition_d25",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
624,
1
],
"tolerance": [
624,
1
],
"status": "pass"
},
{
"entry": "repetition_d25",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 3.469446951953614e-18,
"tolerance": 7.636558052581677e-12,
"status": "pass",
"mechanisms": [
1825,
1825
],
"seconds": [
0.003279076,
0.006862788926810026
]
},
{
"entry": "surface_z_d5_noiseless",
"engine": "stim.generate",
"quantity": "the pinned generator writes the committed circuit, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "surface_z_d5_noiseless",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
120,
1
],
"tolerance": [
120,
1
],
"status": "pass"
},
{
"entry": "surface_z_d5_noiseless",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 0.0,
"tolerance": 0.0,
"status": "pass",
"mechanisms": [
0,
0
],
"seconds": [
5.1387e-05,
0.00011149002239108086
]
},
{
"entry": "surface_z_d5_noiseless",
"engine": "wai.qec",
"quantity": "the engine's own generator writes the same text, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "color_d3",
"engine": "stim.generate",
"quantity": "the pinned generator writes the committed circuit, byte for byte",
"measured": true,
"tolerance": true,
"status": "pass"
},
{
"entry": "color_d3",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
9,
1
],
"tolerance": [
9,
1
],
"status": "pass"
},
{
"entry": "color_d3",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 6.938893903907228e-18,
"tolerance": 2.646771690706373e-13,
"status": "pass",
"mechanisms": [
72,
72
],
"seconds": [
0.000315917,
0.00032646674662828445
]
},
{
"entry": "qec_inverted_and_tagged",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
1,
1
],
"tolerance": [
1,
1
],
"status": "pass"
},
{
"entry": "qec_inverted_and_tagged",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 0.0,
"tolerance": 1.7763568394002505e-15,
"status": "pass",
"mechanisms": [
1,
1
],
"seconds": [
1.7813e-05,
4.0356069803237915e-05
]
},
{
"entry": "qec_measure_flip_noise",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
2,
0
],
"tolerance": [
2,
0
],
"status": "pass"
},
{
"entry": "qec_measure_flip_noise",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 0.0,
"tolerance": 3.552713678800501e-15,
"status": "pass",
"mechanisms": [
2,
2
],
"seconds": [
2.5078e-05,
3.9425212889909744e-05
]
},
{
"entry": "qec_depolarize_merge",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
2,
0
],
"tolerance": [
2,
0
],
"status": "pass"
},
{
"entry": "qec_depolarize_merge",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 1.3877787807814457e-17,
"tolerance": 7.105427357601002e-15,
"status": "pass",
"mechanisms": [
3,
3
],
"seconds": [
2.5939e-05,
4.539499059319496e-05
]
},
{
"entry": "qec_pauli_observable",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
0,
1
],
"tolerance": [
0,
1
],
"status": "pass"
},
{
"entry": "qec_pauli_observable",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 0.0,
"tolerance": 1.7763568394002505e-15,
"status": "pass",
"mechanisms": [
1,
1
],
"seconds": [
1.4508e-05,
3.7351157516241074e-05
]
},
{
"entry": "qec_correlated",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
3,
0
],
"tolerance": [
3,
0
],
"status": "pass"
},
{
"entry": "qec_correlated",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 0.0,
"tolerance": 5.329070518200751e-15,
"status": "pass",
"mechanisms": [
2,
2
],
"seconds": [
2.5709e-05,
3.798212856054306e-05
]
},
{
"entry": "qec_pauli_channel",
"engine": "wai.qec ~ stim.tableau",
"quantity": "detectors and observables",
"measured": [
2,
0
],
"tolerance": [
2,
0
],
"status": "pass"
},
{
"entry": "qec_pauli_channel",
"engine": "wai.qec ~ stim.tableau",
"quantity": "mechanisms: same symptom sets, probabilities within the bound (largest difference)",
"measured": 5.551115123125783e-17,
"tolerance": 3.552713678800501e-15,
"status": "pass",
"mechanisms": [
2,
2
],
"seconds": [
2.5718e-05,
4.192860797047615e-05
]
},
{
"entry": "qec_refused_channel_with_no_independent_form",
"engine": "wai.qec",
"quantity": "refuses, as listed: a Pauli channel no independent flips can give is refused, never approximated",
"measured": "line 2: PAULI_CHANNEL_1(0.1, 0.1, 0): its exclusive outcomes have no form as independent X, Y and Z flips, which this simulator and a detector error model both need",
"tolerance": "no form as independent",
"status": "refused"
},
{
"entry": "qec_refused_channel_with_no_independent_form",
"engine": "stim.tableau",
"quantity": "detector error model",
"measured": null,
"tolerance": null,
"status": "not run",
"note": "ValueError: Encountered the operation PAULI_CHANNEL_1 during error analysis, but this operation requires the `approximate_disjoint_errors` option to be enabled.\nIf you're calling from python, using stim.Circuit.detector_error_model, you need to add the argument approximate_disjoint_errors=True.\n\nIf "
},
{
"entry": "qec_refused_random_detector",
"engine": "wai.qec",
"quantity": "refuses, as listed: a detector that is random without noise is no detector",
"measured": "a detector or observable is not deterministic (it anticommutes with op 0)",
"tolerance": "is not deterministic",
"status": "refused"
},
{
"entry": "qec_refused_random_detector",
"engine": "stim.tableau",
"quantity": "detector error model",
"measured": null,
"tolerance": null,
"status": "not run",
"note": "ValueError: The circuit contains non-deterministic detectors.\n\nTo make an SVG picture of the problem, you can use the python API like this:\n your_circuit.diagram('detslice-with-ops-svg', tick=range(0, 5), filter_coords=['D0', ])\nor the command line API like this:\n stim diagram --in your_circui"
},
{
"entry": "surface_z_d3",
"engine": "wai.qec",
"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
"measured": 0.22915048352386816,
"tolerance": 1.0,
"status": "pass",
"seconds": 0.009499441
},
{
"entry": "surface_z_d3",
"engine": "stim.tableau",
"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
"measured": 0.35716970321915537,
"tolerance": 1.0,
"status": "pass",
"seconds": 0.17982537299394608
},
{
"entry": "surface_z_d5",
"engine": "wai.qec",
"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
"measured": 0.39650420938955866,
"tolerance": 1.0,
"status": "pass",
"seconds": 0.079215914
},
{
"entry": "surface_z_d5",
"engine": "stim.tableau",
"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
"measured": 0.3468421457678266,
"tolerance": 1.0,
"status": "pass",
"seconds": 1.2380543649196625
},
{
"entry": "surface_z_d7",
"engine": "wai.qec",
"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
"measured": 0.3960824740429515,
"tolerance": 1.0,
"status": "pass",
"seconds": 0.213999763
},
{
"entry": "surface_z_d7",
"engine": "stim.tableau",
"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
"measured": 0.4603808110290132,
"tolerance": 1.0,
"status": "pass",
"seconds": 4.049002533778548
},
{
"entry": "surface_z_d9",
"engine": "wai.qec",
"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
"measured": 0.4430625889165482,
"tolerance": 1.0,
"status": "pass",
"seconds": 0.490148557
},
{
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{
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{
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"status": "pass",
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{
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{
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"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
"measured": 0.36957339170878684,
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"status": "pass",
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},
{
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{
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"engine": "wai.qec",
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},
{
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},
{
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},
{
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{
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"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
"measured": 0.3312615941312661,
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},
{
"entry": "color_d3",
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"measured": 0.1607817840583434,
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"status": "pass",
"seconds": 0.11582087492570281
},
{
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"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
"measured": 0.05144599787556125,
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},
{
"entry": "qec_inverted_and_tagged",
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"measured": 0.268353448377849,
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},
{
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"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
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},
{
"entry": "qec_measure_flip_noise",
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{
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"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
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},
{
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"measured": 0.10058353927187906,
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},
{
"entry": "qec_pauli_observable",
"engine": "wai.qec",
"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
"measured": 0.2127361533772559,
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},
{
"entry": "qec_pauli_observable",
"engine": "stim.tableau",
"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
"measured": 0.07508334825081331,
"tolerance": 1.0,
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},
{
"entry": "qec_correlated",
"engine": "wai.qec",
"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
"measured": 0.11205233578025234,
"tolerance": 1.0,
"status": "pass",
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},
{
"entry": "qec_correlated",
"engine": "stim.tableau",
"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
"measured": 0.08428715523293764,
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"status": "pass",
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},
{
"entry": "qec_pauli_channel",
"engine": "wai.qec",
"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
"measured": 0.08497593373487576,
"tolerance": 1.0,
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},
{
"entry": "qec_pauli_channel",
"engine": "stim.tableau",
"quantity": "detection and flip rates against the model, largest deviation in units of its Bernstein bound",
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"tolerance": 1.0,
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},
{
"entry": "measure_twice",
"engine": "ddsim.statevector",
"quantity": "reproducer (corpus/reproducers/ddsim_repeated_measurement.py): h, then c[0] and c[1] measured from the qubit with nothing between: only 00 and 10 come",
"measured": [
"00",
"10"
],
"tolerance": [
"00",
"10"
],
"status": "known"
},
{
"entry": "measure_twice",
"engine": "ddsim.statevector",
"quantity": "reproducer (corpus/reproducers/ddsim_repeated_measurement.py): x, then the same two measurements: 10 on every shot",
"measured": [
"10"
],
"tolerance": [
"10"
],
"status": "known"
},
{
"entry": "measure_twice",
"engine": "ddsim.statevector",
"quantity": "reproducer (corpus/reproducers/ddsim_repeated_measurement.py): h, the two measurements with a barrier between: 00 and 11",
"measured": [
"00",
"11"
],
"tolerance": [
"00",
"11"
],
"status": "known"
},
{
"entry": "measure_twice",
"engine": "ddsim.statevector",
"quantity": "reproducer (corpus/reproducers/ddsim_repeated_measurement.py): h, then c[1] measured first and c[0] second: an error naming changePermutation",
"measured": "ValueError: [changePermutation] Target must be an injective mapping using only keys and logical qubits from the source permutation.",
"tolerance": "ValueError: [changePermutation] ...",
"status": "known"
},
{
"entry": "repeat_until_success",
"engine": "ddsim.statevector",
"quantity": "reproducer (corpus/reproducers/ddsim_feedback_rounds.py): repeat_until_success: an error naming changePermutation, and no counts",
"measured": "ValueError: [changePermutation] Target must be an injective mapping using only keys and logical qubits from the source permutation.",
"tolerance": "ValueError: [changePermutation] ...",
"status": "known"
},
{
"entry": "repeat_until_success",
"engine": "ddsim.statevector",
"quantity": "reproducer (corpus/reproducers/ddsim_feedback_rounds.py): the same three rounds without the conditioned x: the same error",
"measured": "ValueError: [changePermutation] Target must be an injective mapping using only keys and logical qubits from the source permutation.",
"tolerance": "ValueError: [changePermutation] ...",
"status": "known"
},
{
"entry": "repeat_until_success",
"engine": "ddsim.statevector",
"quantity": "reproducer (corpus/reproducers/ddsim_feedback_rounds.py): qubit 1 measured, h, measured again, then qubit 0 measured into a third bit: the same error",
"measured": "ValueError: [changePermutation] Target must be an injective mapping using only keys and logical qubits from the source permutation.",
"tolerance": "ValueError: [changePermutation] ...",
"status": "known"
},
{
"entry": "repeat_until_success",
"engine": "ddsim.statevector",
"quantity": "reproducer (corpus/reproducers/ddsim_feedback_rounds.py): the same without qubit 0's measurement into a third bit: counts",
"measured": "counts over 4 outcomes",
"tolerance": "counts",
"status": "known"
},
{
"entry": "dyadic_n20_k16",
"engine": "qsim.statevector",
"quantity": "a listed disagreement no longer shows",
"measured": false,
"tolerance": true,
"status": "info",
"note": "qsim 0.22.1 (single precision, gates fused to two qubits, one thread), on 148 rotations by m/2^16 of a turn and cz gates on 20 qubits, gives a state 2.3e-4 from the exact one, past the single-precision bound of 1.9e-4 that 148 gates allow (tools/tolerance.py), and almost all of it is the norm: 1.00023. Its run of the first 60 gates has a norm larger than its run of 59 by 6e-5, where the 60th gate applied by hand in single precision to the 59 gates' state moves the norm by under 10^-6. Cirq 1.7.0's own complex64 simulator gives the same distance. On 16 qubits the same construction stays within its bound. Each is a case of the reproducer, which builds the circuit with the corpus's own adapter."
},
{
"entry": "dyadic_n20_k16",
"engine": "qsim.statevector",
"quantity": "reproducer (corpus/reproducers/qsim_single_precision_norm.py): the state of all 148 gates is farther from the double-precision state than the single-precision bound of 0.000194, and its norm is past 1 by about as much",
"measured": {
"distance": 5.54e-07,
"norm_minus_1": 1e-08
},
"tolerance": "distance > bound, norm \u2212 1 within 10% of it",
"status": "info",
"note": "the claim no longer holds"
},
{
"entry": "dyadic_n20_k16",
"engine": "qsim.statevector",
"quantity": "reproducer (corpus/reproducers/qsim_single_precision_norm.py): the same construction on 16 qubits stays within its bound",
"measured": 6.33e-07,
"tolerance": "< 0.000154",
"status": "known"
},
{
"entry": "dyadic_n20_k16",
"engine": "qsim.statevector",
"quantity": "reproducer (corpus/reproducers/qsim_single_precision_norm.py): its run of the first 60 gates has a norm larger than its run of 59 by more than 10^-5, where the 60th gate applied by hand in single precision to the 59 gates' state moves the norm by less than 10^-6",
"measured": {
"run_60_minus_run_59": -1.8e-08,
"by_hand": 2.6774e-08
},
"tolerance": "first > 1e-5, second < 1e-6",
"status": "info",
"note": "the claim no longer holds"
},
{
"entry": "dyadic_n20_k16",
"engine": "qsim.statevector",
"quantity": "reproducer (corpus/reproducers/qsim_single_precision_norm.py): another single-precision state vector of the same circuit (the circuit library's own, complex64) is as far from the double-precision state, within 1%",
"measured": 4.76e-07,
"tolerance": "within 1% of 5.54358e-07",
"status": "info",
"note": "the claim no longer holds"
},
{
"entry": "corpus",
"engine": "corpus.py",
"quantity": "corpus/expected-refusals.json is the reader's rule and corpus.py's list",
"measured": true,
"tolerance": true,
"status": "pass"
}
]
}