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Expand file tree Collapse file tree Original file line number Diff line number Diff line change @@ -17,7 +17,7 @@ open import Generic.Simulation.Syntactic
1717
1818open import Function
1919open import Relation.Binary.PropositionalEquality as PEq
20- open import Relation.Binary.PropositionalEquality.WithK
20+ -- open import Relation.Binary.PropositionalEquality.WithK
2121open ≡-Reasoning
2222
2323-- If we directly try to prove that t[id] ≡ t we run into size-related issues.
@@ -54,7 +54,7 @@ module _ {I : Set} {d : Desc I} where
5454
5555 ⟨ `σ A d ⟩≅⇒≡ (refl , eq) = cong -,_ (⟨ d _ ⟩≅⇒≡ eq)
5656 ⟨ `X Δ j d ⟩≅⇒≡ (≅-pr , eq) = cong₂ _,_ (≅⇒≡ ≅-pr) (⟨ d ⟩≅⇒≡ eq)
57- ⟨ `∎ i ⟩≅⇒≡ eq = ≡-irrelevant _ _
57+ ⟨ `∎ i ⟩≅⇒≡ eq = ≡-irrelevance _ _
5858
5959-- We can now prove a lemma stating that t[id] ≅ t and we will obtain t[id] ≡ t as
6060-- a corrolary.
Original file line number Diff line number Diff line change @@ -5,12 +5,17 @@ if ! type "agda" > /dev/null || [ ! `agda -V | sed "s/[^2]*//"` = "$AGDA_VERSION
55 cabal update
66 cabal install alex happy cpphs --force-reinstalls
77 cabal install Agda-" $AGDA_VERSION " --force-reinstalls
8+ mkdir -p $HOME /.agda
9+ cp libraries-${VERSION} $HOME /.agda/
10+ cd $HOME /.agda/
11+ wget https://github.com/agda/agda-stdlib/archive/v0.17.tar.gz
12+ tar -xvzf v0.17.tar.gz
13+ cd -
814fi
915
10- mkdir -p $HOME /.agda
11- cp libraries-" $AGDA_VERSION " $HOME /.agda/
12- cd $HOME /.agda/
13- git clone https://github.com/agda/agda-stdlib/ agda-stdlib-0.18
14- cd agda-stdlib-0.18
15- git checkout a0bfe7422d2aa0f0f49c9647659ce34e6e741375
16- cd -
16+ # mkdir -p $HOME/.agda
17+ # cp libraries-"$AGDA_VERSION" $HOME/.agda/
18+ # cd $HOME/.agda/
19+ # git clone https://github.com/agda/agda-stdlib/ agda-stdlib-0.18
20+ # cd agda-stdlib-0.18
21+ # git checkout a0bfe7422d2aa0f0f49c9647659ce34e6e741375
Original file line number Diff line number Diff line change 1- $HOME/.agda/agda-stdlib-0.18 /standard-library.agda-lib
1+ $HOME/.agda/agda-stdlib-0.17 /standard-library.agda-lib
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