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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
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1
HyperCactus0 commited on
Commit
a886551
·
verified ·
1 Parent(s): 27011cd

Record 6 verified HPC batch manifests

Browse files
Files changed (6) hide show
  1. manifests/batches/oproofs/s00002-r00007944-n000004.json +50 -0
  2. manifests/batches/oproofs/s00002-r00007972-n000004.json +43 -0
  3. manifests/batches/oproofs/s00002-r00008000-n000004.json +43 -0
  4. manifests/batches/oproofs/s00002-r00008004-n000004.json +43 -0
  5. manifests/batches/oproofs/s00002-r00008036-n000004.json +50 -0
  6. manifests/batches/oproofs/s00002-r00008048-n000004.json +57 -0
manifests/batches/oproofs/s00002-r00007944-n000004.json ADDED
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+ {
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+ "format": "leangpt-parquet-v2",
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+ "batch": "oproofs/s00002-r00007944-n000004",
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+ "batch_fingerprint": "067db7e43695c6cdfd7345ee25aef83951a9ca9e738f5a4d6e13dc22fa21ba54",
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+ "evidence": {
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+ "batch_fingerprint": "067db7e43695c6cdfd7345ee25aef83951a9ca9e738f5a4d6e13dc22fa21ba54",
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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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+ "proofs": 4,
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+ "published_proofs": 4,
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+ "published_transitions": 31,
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+ "replay_failures": [],
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+ "trace_mode": "individual",
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+ "transitions": 31,
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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/oproofs-s00002-r00007944-n000004-0000-99c27cca0409f203.parquet",
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+ "sha256": "99c27cca0409f2036c701275df3c1533796507b0ee7a3be467a3505886feac7e",
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+ "bytes": 689119,
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+ "rows": 9,
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+ "revision": "27011cd2b9ac8efd6991366c1a63f286b50ab065"
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+ },
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+ {
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+ "path": "data/train/oproofs-s00002-r00007944-n000004-0001-ce57051849ba7eb8.parquet",
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+ "sha256": "ce57051849ba7eb8dfc8479547d86fbebe89ef5f58e44def88728c453d4b0e5a",
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+ "bytes": 838349,
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+ "rows": 22,
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+ "revision": "27011cd2b9ac8efd6991366c1a63f286b50ab065"
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+ }
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+ ],
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+ "proof_ids": [
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:2:7944",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:2:7945",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:2:7946",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:2:7947"
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+ ],
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+ "proof_keys": [
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_007944.lean\",\"136a7c76da1d4be18b42eafc06b6a07413c05c6edcc0d340c16291ae93d931d0\",0,\"lean_workbook_plus_6882\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_007945.lean\",\"d477430cfbcc663880260fc04916fbb31827fa7dbabb96959c3902e24723e08a\",0,\"lean_workbook_plus_67341\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_007946.lean\",\"866584de1155375418f542381f7be2ab06e6cbeddf082755daa11d063fcb5e3c\",0,\"lean_workbook_plus_44580\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_007947.lean\",\"f51094c3a076cdbb3c8e9c75d1a75e9a2759861fe1412e3ab3dc3cd7399a118b\",0,\"lean_workbook_plus_16372\"]"
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+ ]
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+ }
manifests/batches/oproofs/s00002-r00007972-n000004.json ADDED
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+ {
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+ "format": "leangpt-parquet-v2",
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+ "batch": "oproofs/s00002-r00007972-n000004",
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+ "batch_fingerprint": "f22ba17fa9669b38cd499eb7165ddee02f6c89d67640ab157caaa06f8c80a66b",
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+ "evidence": {
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+ "batch_fingerprint": "f22ba17fa9669b38cd499eb7165ddee02f6c89d67640ab157caaa06f8c80a66b",
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+ "contamination_matches": [],
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+ "replay_failures": [],
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+ "path": "data/train/oproofs-s00002-r00007972-n000004-0000-a89af63698941fc6.parquet",
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+ "sha256": "a89af63698941fc614d4c118e43f9144ec2c14edd4b2f764b216cfa74c34b044",
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+ ],
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+ "proof_ids": [
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:2:7972",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:2:7973",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:2:7974",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:2:7975"
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+ ],
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+ "proof_keys": [
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_007972.lean\",\"d12060d4583df19aab38a6618d359f6759ab14d5f25f1e056ffcf42d47ca8b22\",0,\"lean_workbook_plus_77102\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_007973.lean\",\"ab5a6febaf4f529f1ec1c645fc1eac95bfad4ab94f2e9375793982cbd4260828\",0,\"lean_workbook_20371\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_007974.lean\",\"ceea8c8344878f72866d7207b9c720c79498684ec6cb10fd517503d2fa0f2808\",0,\"lean_workbook_plus_51730\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_007975.lean\",\"658c34eb2c87e8e4e96772b0ba094097b8ec5de861cd4a356f27e3c031ea8fbb\",0,\"lean_workbook_plus_54677\"]"
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+ ]
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+ }
manifests/batches/oproofs/s00002-r00008000-n000004.json ADDED
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:2:8001",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:2:8003"
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_008000.lean\",\"c8e616a6a6835d0697e868585717b7eca20c4273fe1c4109c2be80aaf76cc8d8\",0,\"lean_workbook_plus_34121\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_008001.lean\",\"105fac69b4108c7637fe2ea010c1ca87f2e526ff0f01670ec4aac84ae61aeafb\",0,\"lean_workbook_plus_14539\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_008002.lean\",\"265447bb702bb722c8aa093b6e561ff960db579cc42fccb276d448150433dc25\",0,\"lean_workbook_plus_63487\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_008003.lean\",\"544961377d2a621ec4d54895e1f9d89121db5f63acf59232ef0aeb7cc49423ae\",0,\"lean_workbook_12026\"]"
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+ ]
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+ }
manifests/batches/oproofs/s00002-r00008004-n000004.json ADDED
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+ ]
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+ }
manifests/batches/oproofs/s00002-r00008036-n000004.json ADDED
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+ ]
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+ }
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:2:8049",
48
+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:2:8050",
49
+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:2:8051"
50
+ ],
51
+ "proof_keys": [
52
+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_008048.lean\",\"dbadb42840436c45faf075d2f7b7f45530562c80ea27af073d05fdfad24878f6\",0,\"lean_workbook_plus_54677\"]",
53
+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_008049.lean\",\"f91c4a3ecd3ebe4edfdb6dadc2222da2425c2e27707322b80e8f3f20717dcfef\",0,\"lean_workbook_plus_32816\"]",
54
+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_008050.lean\",\"f4b765a3befea5cc61270bc3639665c0a3e6ac2fac9e6b92930bfdd20265d821\",0,\"lean_workbook_54746\"]",
55
+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_008051.lean\",\"abcf9fc7f03cb6358cfbf217f879a8c56326d52a746fb7899094753c0ba338ce\",0,\"lean_workbook_plus_33973\"]"
56
+ ]
57
+ }