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authorChloe Brown <chloe.brown.00@outlook.com>2024-01-23 14:54:53 +0000
committerChloe Brown <chloe.brown.00@outlook.com>2024-01-23 14:54:53 +0000
commite7557267586b4c197663919ee83fa3e5c40e28f9 (patch)
treef68f2fd8656e5b6ef153afed980c076a1209d56a /README.org
parent06423f2a738b6ff94429ab84b4dcd3b443fd84bd (diff)
Prove derivations are structurally unique.HEADmaster
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1 files changed, 2 insertions, 5 deletions
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index 666898e..b4d808c 100644
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@@ -9,7 +9,7 @@ Parsing]].
- [X] Proposition 3.2 :: ~Cfe.Expression.Properties.⟦⟧-mono-env~
- [X] Lemma 3.3 :: ~Cfe.Language.Properties.∪-selective~
- [X] Lemma 3.4 :: ~Cfe.Language.Properties.∙-unique~
-- [ ] Lemma 3.5 :: throughout ~Cfe.Language.Properties~. In the paper, statement
+- [-] Lemma 3.5 :: throughout ~Cfe.Language.Properties~. In the paper, statement
2 is false; a language satisfying \(\tau_\epsilon\) is at most \(\{\epsilon\}\).
- [X] 1
- [X] 2
@@ -22,9 +22,6 @@ Parsing]].
- [X] Lemma 4.2 :: throughout ~Cfe.Judgement.Properties~
- [X] Theorem 4.3 :: ~Cfe.Judgement.Properties.soundness~
- [X] Lemma 4.4 :: ~Cfe.Judgement.Properties.subst₂-pres-rank~
-- [ ] Theorem 4.5 :: throughout ~Cfe.Derivation.Properties~
- - [X] Semantics to derivation
- - [X] Derivation to semantics
- - [ ] Uniqueness of derivation
+- [X] Theorem 4.5 :: throughout ~Cfe.Derivation.Properties~
- [ ] Theorem 4.6 ::
- [ ] Theorem 4.7 ::