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Datasets:
HyperCactus0
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LeanTransitionCorpus

Tasks:
Text Generation
Tags:
lean
lean4
automated-theorem-proving
theorem-proving
formal-mathematics
mathematics
License:
Dataset card Data Studio Files
xet
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1
HyperCactus0 commited on
Commit
7a571cb
·
verified ·
1 Parent(s): 7b3225b

Record 8 verified HPC batch manifests

Browse files
Files changed (8) hide show
  1. manifests/batches/oproofs/s00000-r00000132-n000004.json +51 -0
  2. manifests/batches/oproofs/s00000-r00000164-n000004.json +51 -0
  3. manifests/batches/oproofs/s00000-r00000176-n000004.json +58 -0
  4. manifests/batches/oproofs/s00000-r00000184-n000004.json +44 -0
  5. manifests/batches/oproofs/s00000-r00000196-n000004.json +64 -0
  6. manifests/batches/oproofs/s00000-r00000212-n000004.json +51 -0
  7. manifests/batches/oproofs/s00000-r00000232-n000004.json +51 -0
  8. manifests/batches/oproofs/s00000-r00000260-n000004.json +44 -0
manifests/batches/oproofs/s00000-r00000132-n000004.json ADDED
@@ -0,0 +1,51 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
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+ {
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+ "format": "leangpt-parquet-v2",
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+ "batch": "oproofs/s00000-r00000132-n000004",
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+ "batch_fingerprint": "14d90903b5f6b531ce9e33c71395a396a6c444dce1dd0aa677431e60585e9721",
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+ "evidence": {
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+ "batch_fingerprint": "14d90903b5f6b531ce9e33c71395a396a6c444dce1dd0aa677431e60585e9721",
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+ "contamination_matches": [],
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+ "corpus_duplicate_proofs": [],
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+ "failures": [],
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+ "input_proofs": 4,
11
+ "input_units": 4,
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+ "pretrace_duplicate_proofs": [],
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+ "proofs": 4,
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+ "published_proofs": 4,
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+ "published_transitions": 15,
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+ "replay_failures": [],
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+ "trace_mode": "individual",
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+ "transitions": 15,
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+ "validation_failures": [],
20
+ "validation_rejected_proofs": 0,
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+ "zero_transition_proofs": 0
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+ },
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+ "shards": [
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+ {
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+ "path": "data/train/p6d/oproofs-s00000-r00000132-n000004-0000-7bc952fd751bdd53.parquet",
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+ "sha256": "7bc952fd751bdd53458cf23e3e3de662ccc26cf845ea3dfb34b7d343b1d47a64",
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+ "bytes": 1377097,
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+ "rows": 12,
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+ "revision": "7b3225b97bd0e7f3b0500fbef0c86ca838eb8d27"
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+ },
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+ {
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+ "path": "data/train/p6d/oproofs-s00000-r00000132-n000004-0001-8adedfcb0f8b1f0f.parquet",
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+ "sha256": "8adedfcb0f8b1f0f527185455424d577b5762d37cc8469a01593249e87a6fb04",
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+ "bytes": 107055,
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+ "rows": 3,
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+ "revision": "7b3225b97bd0e7f3b0500fbef0c86ca838eb8d27"
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+ }
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+ ],
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+ "proof_ids": [
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:132",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:133",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:134",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:135"
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+ ],
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+ "proof_keys": [
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000132.lean\",\"36a9b53ee044aa3e9faa0433b4e4a0dfda53105b7a3484ad8305a220d833bb7a\",0,\"lean_workbook_plus_23240\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000133.lean\",\"601048604099ec957bdb3c119e4c6c3f7148e4c6aa6f716761b05de637520a51\",0,\"lean_workbook_plus_23229\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000134.lean\",\"e6215ed0e13277928be6a6052a97c342775fbe9b6e8ce3eaab136fae4fb82b56\",0,\"lean_workbook_plus_23244\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000135.lean\",\"4f06d92f0c772bd13c58027f8ff16f2515731547775d62b0fdc241ee0e161112\",0,\"lean_workbook_plus_23150\"]"
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+ ]
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+ }
manifests/batches/oproofs/s00000-r00000164-n000004.json ADDED
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+ {
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+ "format": "leangpt-parquet-v2",
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+ "batch": "oproofs/s00000-r00000164-n000004",
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+ "batch_fingerprint": "b134a29618251309443a6a65bc391de5547ede8d7840e33fe1202966e5487f17",
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+ "evidence": {
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+ "batch_fingerprint": "b134a29618251309443a6a65bc391de5547ede8d7840e33fe1202966e5487f17",
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+ "contamination_matches": [],
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+ "corpus_duplicate_proofs": [],
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+ "failures": [],
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+ "input_proofs": 4,
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+ "input_units": 4,
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+ "pretrace_duplicate_proofs": [],
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+ "proofs": 4,
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+ "published_proofs": 4,
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+ "published_transitions": 13,
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+ "replay_failures": [],
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+ "trace_mode": "individual",
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+ "transitions": 13,
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+ "validation_failures": [],
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+ "validation_rejected_proofs": 0,
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+ "zero_transition_proofs": 0
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+ },
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+ "shards": [
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+ {
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+ "path": "data/train/p7e/oproofs-s00000-r00000164-n000004-0000-6d19fa24dda37af1.parquet",
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+ "sha256": "6d19fa24dda37af1f06060386e0526ec3b558a17b9d64e1c0b4d4126a2f14f5b",
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+ "bytes": 607757,
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+ "rows": 8,
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+ "revision": "7b3225b97bd0e7f3b0500fbef0c86ca838eb8d27"
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+ },
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+ {
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+ "path": "data/train/p7e/oproofs-s00000-r00000164-n000004-0001-3d939abb72b8a1d9.parquet",
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+ "sha256": "3d939abb72b8a1d91629abfcece4479b6239195eaeded02a1300b2cc88ccef13",
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+ "bytes": 800361,
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+ "rows": 5,
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+ "revision": "7b3225b97bd0e7f3b0500fbef0c86ca838eb8d27"
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+ }
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+ ],
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+ "proof_ids": [
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:164",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:165",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:166",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:167"
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+ ],
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+ "proof_keys": [
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000164.lean\",\"dc27af954fbca0c8e4dba423094b1af8ddfd2702e5e3980585dfb3a7a1fdf602\",0,\"max_value\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000165.lean\",\"8fe555faf11546e8c0b59b0c8079686b993cec437adea6039241ffd4bf9dd438\",0,\"algebra_460086\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000166.lean\",\"4993b0e3425e47cd9a8e4ad5fb25f7ff52a2723fa66da50b11e866b9629e3e7c\",0,\"algebra255822\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000167.lean\",\"5155dd9d615bae1ffc37599dce29fbbf53e5d5917694cd682d6e0433378e251e\",0,\"PolynomialX\"]"
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+ ]
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+ }
manifests/batches/oproofs/s00000-r00000176-n000004.json ADDED
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+ "batch": "oproofs/s00000-r00000176-n000004",
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+ "batch_fingerprint": "fb5facbaef754b8d282d34ef37faf38b81c85d494abfdba42c4ac898ef8cce34",
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+ "transitions": 31,
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+ "shards": [
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+ "path": "data/train/p6b/oproofs-s00000-r00000176-n000004-0000-d937e55496b911f8.parquet",
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+ {
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+ "path": "data/train/p6b/oproofs-s00000-r00000176-n000004-0001-ee0f0fda3e34c267.parquet",
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+ "sha256": "ee0f0fda3e34c2679c130019e30214906e4e273b297a4bcec3b78be91ad1cca2",
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+ {
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+ "path": "data/internal_test/p6b/oproofs-s00000-r00000176-n000004-0000-f302d7be7f38a2cc.parquet",
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+ "sha256": "f302d7be7f38a2cca6a9111a82eaff972f4a196b6ca3d2a62a6d0e4240d29aae",
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+ "bytes": 206895,
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+ "revision": "7b3225b97bd0e7f3b0500fbef0c86ca838eb8d27"
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+ }
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+ ],
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+ "proof_ids": [
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:176",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:177",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:178",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:179"
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+ ],
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+ "proof_keys": [
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000176.lean\",\"4787954f4663033c842274c08d9af30c7c60dfa429096b3806b82aab427fe40e\",0,\"Qwen\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000177.lean\",\"1f6380f1fde1fef547ec64fdd7ceabcd6e9697d3864534fc485b57b2418a6737\",0,\"quadratic_eq\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000178.lean\",\"d03b151f11891e4bc0f44054ab32ded4d24fe49c191a5eeff973b821fe37b559\",0,\"algebra\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000179.lean\",\"541626863b41def9a1d29153d4900d8ff52f8f742076375d29b543e5a21c6614\",0,\"inequalities\"]"
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+ ]
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+ }
manifests/batches/oproofs/s00000-r00000184-n000004.json ADDED
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+ "batch_fingerprint": "dcfa60ea97fb28375a784ad6202425da8b576c4eae311796915d1672055b347c",
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+ "transitions": 11,
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+ "path": "data/train/pb1/oproofs-s00000-r00000184-n000004-0000-0520d4fab8ad67d9.parquet",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:185",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:186",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:187"
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+ ],
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+ "proof_keys": [
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000184.lean\",\"4f10bb3aba231dce8e3b5cb0f0df540a477475a4674a4d39b356ede8e57e6ac9\",0,\"algebra_471802\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000185.lean\",\"e189bc4cdc57704129703bead594efe67d541204c2772f911697230bdeef51d5\",0,\"q\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000186.lean\",\"e55bb4d74ce135d80ecfdf8762a73fcf2fa952d79e88ad1bbad758fb0cbdce4b\",0,\"Polynomialroots\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000187.lean\",\"9a1798482238fc8af4e222fb2d603294d92d7a6d8ae3b143f1d321912ef3b3d0\",0,\"algebra_46890\"]"
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+ ]
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+ }
manifests/batches/oproofs/s00000-r00000196-n000004.json ADDED
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+ "declaration_kind": "theorem",
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+ }
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+ "path": "data/train/pc0/oproofs-s00000-r00000196-n000004-0000-6898b6ba78d6c020.parquet",
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+ "proof_ids": [
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:197",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:198"
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+ ],
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+ "proof_keys": [
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000196.lean\",\"48b39bc4bffe69a8878d68fba0ca7d5f76ed87324a9761a64b5bb1ee5a36e61f\",0,\"prove\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000197.lean\",\"9b6cf44943e801caa67ea4795eda8f0a48c317c06656247ccf867d7069d62033\",0,\"algebra_490782\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_000198.lean\",\"de8008c2507424bc64d4e88b9b589f32b72c93f33ba7e42b85073778c4eba9ce\",0,\"q\"]"
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+ ]
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+ }
manifests/batches/oproofs/s00000-r00000212-n000004.json ADDED
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