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Datasets:
HyperCactus0
/
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
9ebedc5
·
verified ·
1 Parent(s): 03125eb

Record 11 verified HPC batch manifests

Browse files
Files changed (11) hide show
  1. manifests/batches/oproofs/s00000-r00003572-n000004.json +83 -0
  2. manifests/batches/oproofs/s00000-r00003668-n000004.json +51 -0
  3. manifests/batches/oproofs/s00000-r00003672-n000004.json +58 -0
  4. manifests/batches/oproofs/s00000-r00003692-n000004.json +44 -0
  5. manifests/batches/oproofs/s00000-r00003696-n000004.json +51 -0
  6. manifests/batches/oproofs/s00000-r00003704-n000004.json +44 -0
  7. manifests/batches/oproofs/s00000-r00003712-n000004.json +51 -0
  8. manifests/batches/oproofs/s00000-r00003716-n000004.json +51 -0
  9. manifests/batches/oproofs/s00000-r00003740-n000004.json +51 -0
  10. manifests/batches/oproofs/s00000-r00003768-n000004.json +51 -0
  11. manifests/batches/oproofs/s00000-r00003804-n000004.json +44 -0
manifests/batches/oproofs/s00000-r00003572-n000004.json ADDED
@@ -0,0 +1,83 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ {
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+ "format": "leangpt-parquet-v2",
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+ "batch": "oproofs/s00000-r00003572-n000004",
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+ "batch_fingerprint": "ead53ea9f01588feb44bc5e6901d3280226b84a7d7afa29e43b0a69d668a2b19",
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+ "evidence": {
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+ "batch_fingerprint": "ead53ea9f01588feb44bc5e6901d3280226b84a7d7afa29e43b0a69d668a2b19",
7
+ "contamination_matches": [],
8
+ "corpus_duplicate_proofs": [],
9
+ "failures": [
10
+ {
11
+ "id": "oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3572",
12
+ "index": 3572,
13
+ "reason": "missing_trace",
14
+ "selection": {
15
+ "file_path": "Full/Proof_003572.lean",
16
+ "id": "oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3572",
17
+ "index": 3572,
18
+ "metadata": {
19
+ "declaration_kind": "theorem",
20
+ "source_dataset": "oproofs",
21
+ "source_row": 3572,
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+ "source_shard": 0,
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+ "source_statement_fingerprint": "3e3801cb4a9d6d4dfec18299c9dd33f7d1d089232002fb1766335bb3ad8d25d4",
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+ "theorem_name": "prime_sum_100_with_36_diff",
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+ "theorem_ordinal": 0
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+ },
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+ "source_sha256": "a7b72be36da9dccfbc65e57bca033200ee013a9c2d41038f514d0550efdf28c7"
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+ },
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+ "source_file": "Full/Proof_003572.lean"
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+ },
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+ {
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+ "id": "oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3574",
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+ "index": 3574,
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+ "reason": "missing_trace",
35
+ "selection": {
36
+ "file_path": "Full/Proof_003574.lean",
37
+ "id": "oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3574",
38
+ "index": 3574,
39
+ "metadata": {
40
+ "declaration_kind": "theorem",
41
+ "source_dataset": "oproofs",
42
+ "source_row": 3574,
43
+ "source_shard": 0,
44
+ "source_statement_fingerprint": "72cf8ec7403c2af209ef2add0bf5e17c7418e73cbefd6fd2ad30ed5754ccd0ec",
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+ "theorem_name": "max_min_quotient_by_digit_sum",
46
+ "theorem_ordinal": 0
47
+ },
48
+ "source_sha256": "3bfa5c643368fe6d92eb0423b5c7ae2b65654a79c84433aff38d79beab77c1db"
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+ },
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+ "source_file": "Full/Proof_003574.lean"
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+ }
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+ ],
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+ "input_proofs": 4,
54
+ "input_units": 4,
55
+ "pretrace_duplicate_proofs": [],
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+ "proofs": 2,
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+ "published_proofs": 2,
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+ "published_transitions": 9,
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+ "replay_failures": [],
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+ "trace_mode": "individual",
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+ "transitions": 9,
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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/pc2/oproofs-s00000-r00003572-n000004-0000-f911f930c1a160c2.parquet",
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+ "sha256": "f911f930c1a160c2b6f499e0ee1b89f88a67f60c5b6b1f03bd075fae35637a2b",
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+ "bytes": 485815,
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+ "rows": 9,
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+ "revision": "03125eb0b6473f29e988d6f71c29c391cbbe1b2f"
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+ }
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+ ],
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+ "proof_ids": [
76
+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3573",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3575"
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+ ],
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+ "proof_keys": [
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003573.lean\",\"0c857d4a8c38b73514834321e995bc3e81628c2ddf27991f83ee4b00dc6c74fb\",0,\"lean_workbook\"]",
81
+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003575.lean\",\"b1c17daa34349a8ab94868a54e4be10a9506929ab7466ff6d36a60f5bbc8accd\",0,\"first_problem\"]"
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+ ]
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+ }
manifests/batches/oproofs/s00000-r00003668-n000004.json ADDED
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+ {
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+ "format": "leangpt-parquet-v2",
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+ "batch": "oproofs/s00000-r00003668-n000004",
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+ "batch_fingerprint": "5235c35e29f269b242561e666df66fc66d2120e24e84883855af19ee7d4b689a",
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+ "evidence": {
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+ "batch_fingerprint": "5235c35e29f269b242561e666df66fc66d2120e24e84883855af19ee7d4b689a",
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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": [],
13
+ "proofs": 4,
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+ "published_proofs": 4,
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+ "published_transitions": 27,
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+ "replay_failures": [],
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+ "trace_mode": "individual",
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+ "transitions": 27,
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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/p6a/oproofs-s00000-r00003668-n000004-0000-f5f69598da043dc3.parquet",
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+ "sha256": "f5f69598da043dc3b5877d0e70cb5962aac94bd84410795dfeaf8c4cab76193b",
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+ "bytes": 922335,
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+ "rows": 25,
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+ "revision": "03125eb0b6473f29e988d6f71c29c391cbbe1b2f"
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+ },
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+ {
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+ "path": "data/train/p6a/oproofs-s00000-r00003668-n000004-0001-1c3fab35a8ccba91.parquet",
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+ "sha256": "1c3fab35a8ccba912ffbf6f5ea77f778f98128ae9d7a2eb268ce51abd479d6f3",
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+ "bytes": 401082,
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+ "rows": 2,
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+ "revision": "03125eb0b6473f29e988d6f71c29c391cbbe1b2f"
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+ }
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+ ],
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+ "proof_ids": [
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3668",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3669",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3670",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3671"
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+ ],
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+ "proof_keys": [
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003668.lean\",\"0517e2954dbd48c4ac3c59b27a1537061ec93e3622eef4ffef73abae69f538d5\",0,\"triangle_area_bound\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003669.lean\",\"69228aa395fa4e18831986412f7c5a72cac04bd083fc9aaa910b1e5f06b2ee93\",0,\"stable_plus_one\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003670.lean\",\"d4c8a367ad46b781fe83e3bb2f12794687c62e31066cea55f60cb8e2c2ec1502\",0,\"lean_workbook\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003671.lean\",\"edd5465e456c7626feb10ca8b73d40e1e931d41e3d66caa0a1ddccc03a3df72d\",0,\"lean_workbook\"]"
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+ ]
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+ }
manifests/batches/oproofs/s00000-r00003672-n000004.json ADDED
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+ {
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+ "format": "leangpt-parquet-v2",
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+ "batch": "oproofs/s00000-r00003672-n000004",
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+ "batch_fingerprint": "fb4e73cc49b41ee0f42901382ef571407098e0821aeb77e9b51d1e3187c9e734",
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+ "evidence": {
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+ "batch_fingerprint": "fb4e73cc49b41ee0f42901382ef571407098e0821aeb77e9b51d1e3187c9e734",
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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": 30,
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+ "replay_failures": [],
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+ "trace_mode": "individual",
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+ "transitions": 30,
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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/p1a/oproofs-s00000-r00003672-n000004-0000-660618e71b4bbd00.parquet",
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+ "sha256": "660618e71b4bbd00d546fc33847c0e76e0ce31872051e69fc07f4a6bc76909a2",
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+ "bytes": 1369009,
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+ "rows": 19,
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+ "revision": "03125eb0b6473f29e988d6f71c29c391cbbe1b2f"
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+ },
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+ {
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+ "path": "data/dev/p1a/oproofs-s00000-r00003672-n000004-0000-cc6d153d82d12bd9.parquet",
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+ "sha256": "cc6d153d82d12bd9f9f41b03a988da49223fd44333a69f2e4b222b5e4a318a34",
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+ "bytes": 532546,
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+ "rows": 8,
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+ "revision": "03125eb0b6473f29e988d6f71c29c391cbbe1b2f"
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+ },
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+ {
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+ "path": "data/internal_test/p1a/oproofs-s00000-r00003672-n000004-0000-9654a3b77101d46b.parquet",
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+ "sha256": "9654a3b77101d46b0ef0f2fc08c8c04ec88eb69044741105e045d63024239cb7",
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+ "bytes": 122112,
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+ "rows": 3,
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+ "revision": "03125eb0b6473f29e988d6f71c29c391cbbe1b2f"
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+ }
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+ ],
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+ "proof_ids": [
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3672",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3673",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3674",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3675"
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+ ],
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+ "proof_keys": [
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003672.lean\",\"1050d666bc89a426236fba395fa0cd556957e64507b5ab1955785fbd62b6e57b\",0,\"lean_workbook\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003673.lean\",\"cd482398e58ada949a02014f696a9969eedbeb786e9d432264e0585fe80125e8\",0,\"lean_workbook\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003674.lean\",\"7391e918fe8fcfa56f0a31ae9813d675a8a15c82f0e30d905e405e15e17a316e\",0,\"det_zero_iff_not_invertible\"]",
56
+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003675.lean\",\"5dbb80167c6509f00d5e499f7e0dad5091322c3f8b49408f1a179534a128afd2\",0,\"min_value_expression\"]"
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+ ]
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+ }
manifests/batches/oproofs/s00000-r00003692-n000004.json ADDED
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+ {
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+ "format": "leangpt-parquet-v2",
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+ "batch": "oproofs/s00000-r00003692-n000004",
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+ "batch_fingerprint": "b9c152de955a96dca408bc055557f185780e70a411c64d89a36fdfe55f706642",
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+ "evidence": {
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+ "batch_fingerprint": "b9c152de955a96dca408bc055557f185780e70a411c64d89a36fdfe55f706642",
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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": 16,
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+ "replay_failures": [],
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+ "trace_mode": "individual",
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+ "transitions": 16,
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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/p24/oproofs-s00000-r00003692-n000004-0000-105775371f0e43c6.parquet",
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+ "sha256": "105775371f0e43c6b1dd2dccabed8cd8501c23c7bcfbc003527d4d79f1c47740",
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+ "bytes": 532493,
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+ "rows": 16,
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+ "revision": "03125eb0b6473f29e988d6f71c29c391cbbe1b2f"
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+ }
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+ ],
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+ "proof_ids": [
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3692",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3693",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3694",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3695"
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+ ],
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+ "proof_keys": [
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003692.lean\",\"d394b6d4a0feb7ba263af0c6a338b8015a04b9e5967df31c143a6fbb099f726b\",0,\"lean_workbook\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003693.lean\",\"5038e697a14af19a388a70f8b991a92e8b8d24fe4e41c873946d534f0941e984\",0,\"lean_workbook\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003694.lean\",\"2c3c23e5115f97200dabc183d0465841382e26977f8457f904ef07f2f7253a1c\",0,\"lean_workbook\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003695.lean\",\"4a2383c5b193f1d1eb9a541de747e6fb8926102ddd0d2cd8eaa2573c11eb1209\",0,\"mathdvd_problem_755312\"]"
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+ ]
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+ }
manifests/batches/oproofs/s00000-r00003696-n000004.json ADDED
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+ {
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+ "format": "leangpt-parquet-v2",
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+ "batch": "oproofs/s00000-r00003696-n000004",
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+ "batch_fingerprint": "42f1ae22b342471b89cea4597d66d38262c85f6d357c4fa0ce3b3d7fadc2a61c",
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+ "evidence": {
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+ "contamination_matches": [],
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+ "transitions": 14,
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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/p96/oproofs-s00000-r00003696-n000004-0000-47a02b1557a81552.parquet",
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+ },
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+ {
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+ "path": "data/train/p96/oproofs-s00000-r00003696-n000004-0001-c76ce1321aa71bcf.parquet",
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+ "sha256": "c76ce1321aa71bcf19b36beb9addb848fdf5683229514dc3445d8b862cd55fdd",
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+ "bytes": 128258,
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+ "rows": 4,
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+ "revision": "03125eb0b6473f29e988d6f71c29c391cbbe1b2f"
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+ }
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+ ],
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+ "proof_ids": [
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3696",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3697",
42
+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3698",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3699"
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+ ],
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+ "proof_keys": [
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003696.lean\",\"7c33005ff1799c0dac4acbc6d3906e77d8e5dce3ca5ebba40097014f05edb3a0\",0,\"lean_workbook\"]",
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+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003697.lean\",\"0d36e236bbbddf0ba7c275b2b785d2ed776fac64ae0bd27fb64c7fdcbcbd5b41\",0,\"lean_workbook\"]",
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+ "oproofs:oproofs:3bae0c06157639c0a673679635c669d19c99e906:0:3807"
37
+ ],
38
+ "proof_keys": [
39
+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003804.lean\",\"2e592174a42d6d9b8f6d04a941cb30e132f573174d1e3aaf6d94645153150dc6\",0,\"isSymmetric\"]",
40
+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003805.lean\",\"ea0cfccd2f6c8636adcbc169e00d01abafc730dd4bdca2c479a2366627e0108e\",0,\"qeval\"]",
41
+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003806.lean\",\"814d88a80b52a17db3952b24e48129156b989765f923a5b483ba5886cbd695c0\",0,\"base_6_43210\"]",
42
+ "[\"oproofs\",\"3bae0c06157639c0a673679635c669d19c99e906\",\"Full/Proof_003807.lean\",\"48ad1461603f9f5aa7ec2ed3688f330ba6c306c9a54ed48110f2aae4dcefa3a0\",0,\"prove\"]"
43
+ ]
44
+ }