Yiyun Liu
|
f8da81ad74
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Work on local confluence
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2025-02-23 01:13:44 -05:00 |
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Yiyun Liu
|
6b8120848b
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Minor
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2025-02-22 01:33:47 -05:00 |
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Yiyun Liu
|
2ab47ac883
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Finish eta postponement
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2025-02-22 01:29:24 -05:00 |
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Yiyun Liu
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f44c8ef425
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Only the indsucc case remaining for postponement
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2025-02-22 01:20:35 -05:00 |
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Yiyun Liu
|
d9d0e9cdd4
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One remaining case for eta postponement
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2025-02-22 00:10:18 -05:00 |
|
Yiyun Liu
|
29d05befe9
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Seemingly redundant nonelim cases
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2025-02-21 23:43:43 -05:00 |
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Yiyun Liu
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9f3b04d041
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Finish sn red preservation
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2025-02-21 22:23:38 -05:00 |
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|
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fc0e096c04
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Add two cases for red sn preservation
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2025-02-21 17:27:50 -05:00 |
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|
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2af49373e3
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Repair epar sn preservation
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2025-02-21 15:11:12 -05:00 |
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|
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396bddc8b3
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Finish unmorphing
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2025-02-21 14:35:34 -05:00 |
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|
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fd0b48073d
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Add nat type definition
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2025-02-21 13:23:38 -05:00 |
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Yiyun Liu
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0e0d9b20e5
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Try making the cases mutually recursive?
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2025-02-19 18:03:32 -05:00 |
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Yiyun Liu
|
fe5c16361a
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Add definition for algorithmic domain
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2025-02-19 17:40:56 -05:00 |
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Yiyun Liu
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df0b955e4e
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Add the stub for Equations but might give up later
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2025-02-19 16:04:02 -05:00 |
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Yiyun Liu
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d48d9db1b7
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Finish the conversion proof completely
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2025-02-17 23:31:12 -05:00 |
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Yiyun Liu
|
9c5eb31edf
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Finish all cases of subtyping
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2025-02-17 22:50:25 -05:00 |
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Yiyun Liu
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735c7f2046
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Prove some simple soundness cases of subtyping
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2025-02-17 21:43:21 -05:00 |
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Yiyun Liu
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067ae89b1d
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Finish soundness for subtyping
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2025-02-17 18:34:48 -05:00 |
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Yiyun Liu
|
ef3de3af3d
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Add the specification for algorithmic subtyping
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2025-02-16 23:53:14 -05:00 |
|
Yiyun Liu
|
8daaae9831
|
Minor
|
2025-02-16 23:39:56 -05:00 |
|
Yiyun Liu
|
eaf59fc45e
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Finish all cases of algorithmic completeness
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2025-02-16 23:25:32 -05:00 |
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Yiyun Liu
|
21d9a2ce1b
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Add standardization_lo
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2025-02-16 23:00:23 -05:00 |
|
Yiyun Liu
|
bdba6f50e5
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Finish the soundness proof completely
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2025-02-16 22:43:56 -05:00 |
|
Yiyun Liu
|
d24991e994
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Finish most of the neu abs case
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2025-02-16 20:43:04 -05:00 |
|
Yiyun Liu
|
49a254fbef
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Finish the pair pair case
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2025-02-16 19:51:08 -05:00 |
|
Yiyun Liu
|
60a4eb886f
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Finish injectivity for pairs
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2025-02-16 19:14:54 -05:00 |
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Yiyun Liu
|
06d420aa7e
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Add stubs for lemmas needed for completeness
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2025-02-16 01:22:15 -05:00 |
|
Yiyun Liu
|
0f48a485be
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Prove some impossible cases
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2025-02-16 01:13:41 -05:00 |
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Yiyun Liu
|
3fb6d411e7
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Finish most of the pi pi case
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2025-02-15 17:22:43 -05:00 |
|
Yiyun Liu
|
926c2284a5
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Finish the pair pair case
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2025-02-15 16:39:05 -05:00 |
|
Yiyun Liu
|
9d951a24c5
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Add standardization theorem for djoin
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2025-02-15 14:31:31 -05:00 |
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Yiyun Liu
|
67f91970d6
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Finish the admitted inversion lemmas that depend on SN
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2025-02-15 14:04:04 -05:00 |
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Yiyun Liu
|
9bd554b513
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Add injectivity lemma for abs
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2025-02-14 21:55:44 -05:00 |
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Yiyun Liu
|
300530a93f
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Finish off some easy contradictory cases
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2025-02-14 21:31:27 -05:00 |
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Yiyun Liu
|
f0c18fd77e
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Finish the neutral app case
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2025-02-14 21:11:27 -05:00 |
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Yiyun Liu
|
8d765c495d
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Add some more injection lemmas for neutrals
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2025-02-14 20:41:56 -05:00 |
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|
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186f2138e6
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Finish the var base case
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2025-02-14 19:08:41 -05:00 |
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8fd6919538
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Make progress on coqeq_complete
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2025-02-14 16:57:53 -05:00 |
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ea14ba9602
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Prove most of cases of AbsAbs
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2025-02-14 16:17:02 -05:00 |
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|
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5ed366f093
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Prove some easy cases of completeness
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2025-02-14 14:49:19 -05:00 |
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093fc8f9cb
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Finish algo_metric_case
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2025-02-14 13:29:44 -05:00 |
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849169be7f
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Start coqeq_complete
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2025-02-13 17:46:35 -05:00 |
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|
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0a70be3e57
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Define the size metric for the completeness proof
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2025-02-13 17:09:58 -05:00 |
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Yiyun Liu
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1f1b8a83db
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Pull out some inversion lemmas to prove later
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2025-02-12 22:00:44 -05:00 |
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Yiyun Liu
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1d3920fce1
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Prove the case for pair and neutral
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2025-02-12 21:13:47 -05:00 |
|
Yiyun Liu
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ba77752329
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Add more cases to the soundness proof
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2025-02-12 20:18:12 -05:00 |
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Yiyun Liu
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48adb34946
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Add simplified projection lemma
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2025-02-12 19:53:20 -05:00 |
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Yiyun Liu
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d053f93100
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Finish the app neutral case
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2025-02-12 19:27:42 -05:00 |
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fa80294c5d
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Minor
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2025-02-12 16:40:51 -05:00 |
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761e96f414
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Use the abstract tactic to finish off the symmetric casesa
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2025-02-12 16:14:51 -05:00 |
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