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Renamed 'EqView' to 'ShapeView'
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‎Definition/LogicalRelation/Application.agda

Lines changed: 1 addition & 1 deletion
Original file line numberDiff line numberDiff line change
@@ -13,7 +13,7 @@ import Definition.Typed.Weakening as T
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open import Definition.Typed.Properties
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open import Definition.Typed.RedSteps
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open import Definition.LogicalRelation
16-
open import Definition.LogicalRelation.EqView
16+
open import Definition.LogicalRelation.ShapeView
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open import Definition.LogicalRelation.Irrelevance
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open import Definition.LogicalRelation.Properties
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‎Definition/LogicalRelation/Irrelevance.agda

Lines changed: 7 additions & 7 deletions
Original file line numberDiff line numberDiff line change
@@ -11,7 +11,7 @@ open import Definition.Typed
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open import Definition.Typed.Properties
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open import Definition.Typed.Weakening as T hiding (wk; wkEq; wkTerm; wkEqTerm)
1313
open import Definition.LogicalRelation
14-
open import Definition.LogicalRelation.EqView
14+
open import Definition.LogicalRelation.ShapeView
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open import Tools.Product
1717
import Tools.PropositionalEquality as PE
@@ -63,9 +63,9 @@ mutual
6363
→ Γ ∙ C ⊩⟨ l ⟩ A ≡ B / p → Γ ∙ C′ ⊩⟨ l′ ⟩ A′ ≡ B′ / q
6464
irrelevanceEqLift″ PE.refl PE.refl PE.refl p q A≡B = irrelevanceEq p q A≡B
6565

66-
-- Helper for irrelevance of type equality using equality view
66+
-- Helper for irrelevance of type equality using shape view
6767
irrelevanceEqT : ∀ {Γ A B l l′} {p : Γ ⊩⟨ l ⟩ A} {q : Γ ⊩⟨ l′ ⟩ A}
68-
→ EqView Γ l l′ A A p q
68+
→ ShapeView Γ l l′ A A p q
6969
→ Γ ⊩⟨ l ⟩ A ≡ B / p → Γ ⊩⟨ l′ ⟩ A ≡ B / q
7070
irrelevanceEqT (ℕ D D′) A≡B = A≡B
7171
irrelevanceEqT (ne (ne K D neK K≡K) (ne K₁ D₁ neK₁ K≡K₁)) (ne₌ M D′ neM K≡M)
@@ -119,9 +119,9 @@ mutual
119119
→ Γ′ ⊩⟨ l′ ⟩ t′ ∷ A′ / [A′]
120120
irrelevanceTermΓ″ PE.refl PE.refl PE.refl [A] [A′] [t] = irrelevanceTerm [A] [A′] [t]
121121

122-
-- Helper for irrelevance of terms using equality view
122+
-- Helper for irrelevance of terms using shape view
123123
irrelevanceTermT : ∀ {Γ A t l l′} {p : Γ ⊩⟨ l ⟩ A} {q : Γ ⊩⟨ l′ ⟩ A}
124-
→ EqView Γ l l′ A A p q
124+
→ ShapeView Γ l l′ A A p q
125125
→ Γ ⊩⟨ l ⟩ t ∷ A / p → Γ ⊩⟨ l′ ⟩ t ∷ A / q
126126
irrelevanceTermT (ℕ D D′) t = t
127127
irrelevanceTermT (ne (ne K D neK K≡K) (ne K₁ D₁ neK₁ K≡K₁)) (neₜ k d nf)
@@ -174,9 +174,9 @@ mutual
174174
→ Γ ⊩⟨ l ⟩ t ≡ u ∷ A / p → Γ ⊩⟨ l′ ⟩ t′ ≡ u′ ∷ A′ / q
175175
irrelevanceEqTerm″ PE.refl PE.refl PE.refl p q t≡u = irrelevanceEqTerm p q t≡u
176176

177-
-- Helper for irrelevance of term equality using equality view
177+
-- Helper for irrelevance of term equality using shape view
178178
irrelevanceEqTermT : ∀ {Γ A t u} {l l′} {p : Γ ⊩⟨ l ⟩ A} {q : Γ ⊩⟨ l′ ⟩ A}
179-
→ EqView Γ l l′ A A p q
179+
→ ShapeView Γ l l′ A A p q
180180
→ Γ ⊩⟨ l ⟩ t ≡ u ∷ A / p → Γ ⊩⟨ l′ ⟩ t ≡ u ∷ A / q
181181
irrelevanceEqTermT (ℕ D D′) t≡u = t≡u
182182
irrelevanceEqTermT (ne (ne K D neK K≡K) (ne K₁ D₁ neK₁ K≡K₁)) (neₜ₌ k m d d′ nf)

‎Definition/LogicalRelation/Properties/Conversion.agda

Lines changed: 5 additions & 5 deletions
Original file line numberDiff line numberDiff line change
@@ -11,7 +11,7 @@ open import Definition.Typed.RedSteps
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open import Definition.Typed.Properties
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open import Definition.Typed.Weakening
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open import Definition.LogicalRelation
14-
open import Definition.LogicalRelation.EqView
14+
open import Definition.LogicalRelation.ShapeView
1515
open import Definition.LogicalRelation.Irrelevance
1616
open import Definition.LogicalRelation.Properties.Escape
1717

@@ -26,7 +26,7 @@ convRed:*: [ ⊢t , ⊢u , d ] A≡B = [ conv ⊢t A≡B , conv ⊢u A≡B , c
2626
mutual
2727
-- Helper function for conversion of terms converting from left to right.
2828
convTermT₁ : ∀ {l l′ Γ A B t} {[A] : Γ ⊩⟨ l ⟩ A} {[B] : Γ ⊩⟨ l′ ⟩ B}
29-
→ EqView Γ l l′ A B [A] [B]
29+
→ ShapeView Γ l l′ A B [A] [B]
3030
→ Γ ⊩⟨ l ⟩ A ≡ B / [A]
3131
→ Γ ⊩⟨ l ⟩ t ∷ A / [A]
3232
→ Γ ⊩⟨ l′ ⟩ t ∷ B / [B]
@@ -74,7 +74,7 @@ mutual
7474

7575
-- Helper function for conversion of terms converting from right to left.
7676
convTermT₂ : ∀ {l l′ Γ A B t} {[A] : Γ ⊩⟨ l ⟩ A} {[B] : Γ ⊩⟨ l′ ⟩ B}
77-
→ EqView Γ l l′ A B [A] [B]
77+
→ ShapeView Γ l l′ A B [A] [B]
7878
→ Γ ⊩⟨ l ⟩ A ≡ B / [A]
7979
→ Γ ⊩⟨ l′ ⟩ t ∷ B / [B]
8080
→ Γ ⊩⟨ l ⟩ t ∷ A / [A]
@@ -147,7 +147,7 @@ mutual
147147

148148
-- Helper function for conversion of term equality converting from left to right.
149149
convEqTermT₁ : ∀ {l l′ Γ A B t u} {[A] : Γ ⊩⟨ l ⟩ A} {[B] : Γ ⊩⟨ l′ ⟩ B}
150-
→ EqView Γ l l′ A B [A] [B]
150+
→ ShapeView Γ l l′ A B [A] [B]
151151
→ Γ ⊩⟨ l ⟩ A ≡ B / [A]
152152
→ Γ ⊩⟨ l ⟩ t ≡ u ∷ A / [A]
153153
→ Γ ⊩⟨ l′ ⟩ t ≡ u ∷ B / [B]
@@ -190,7 +190,7 @@ mutual
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191191
-- Helper function for conversion of term equality converting from right to left.
192192
convEqTermT₂ : ∀ {l l′ Γ A B t u} {[A] : Γ ⊩⟨ l ⟩ A} {[B] : Γ ⊩⟨ l′ ⟩ B}
193-
→ EqView Γ l l′ A B [A] [B]
193+
→ ShapeView Γ l l′ A B [A] [B]
194194
→ Γ ⊩⟨ l ⟩ A ≡ B / [A]
195195
→ Γ ⊩⟨ l′ ⟩ t ≡ u ∷ B / [B]
196196
→ Γ ⊩⟨ l ⟩ t ≡ u ∷ A / [A]

‎Definition/LogicalRelation/Properties/Neutral.agda

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Original file line numberDiff line numberDiff line change
@@ -10,7 +10,7 @@ open import Definition.Typed
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open import Definition.Typed.Properties
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open import Definition.Typed.Weakening
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open import Definition.LogicalRelation
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open import Definition.LogicalRelation.EqView
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open import Definition.LogicalRelation.ShapeView
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open import Definition.LogicalRelation.Irrelevance
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open import Definition.LogicalRelation.Properties.Reflexivity
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open import Definition.LogicalRelation.Properties.Escape

‎Definition/LogicalRelation/Properties/Reduction.agda

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@@ -11,7 +11,7 @@ open import Definition.Typed.Weakening
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open import Definition.Typed.Properties
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open import Definition.Typed.RedSteps
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open import Definition.LogicalRelation
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open import Definition.LogicalRelation.EqView
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open import Definition.LogicalRelation.ShapeView
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open import Definition.LogicalRelation.Properties.Reflexivity
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open import Definition.LogicalRelation.Properties.Symmetry
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open import Definition.LogicalRelation.Properties.Transitivity

‎Definition/LogicalRelation/Properties/Successor.agda

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@@ -10,7 +10,7 @@ open import Definition.Typed
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open import Definition.Typed.Properties
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open import Definition.LogicalRelation
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open import Definition.LogicalRelation.Irrelevance
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open import Definition.LogicalRelation.EqView
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open import Definition.LogicalRelation.ShapeView
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1515
open import Tools.Product
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‎Definition/LogicalRelation/Properties/Symmetry.agda

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@@ -10,7 +10,7 @@ open import Definition.Typed
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open import Definition.Typed.Properties
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open import Definition.Typed.Weakening
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open import Definition.LogicalRelation
13-
open import Definition.LogicalRelation.EqView
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open import Definition.LogicalRelation.ShapeView
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open import Definition.LogicalRelation.Irrelevance
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open import Definition.LogicalRelation.Properties.Conversion
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@@ -19,9 +19,9 @@ import Tools.PropositionalEquality as PE
1919

2020

2121
mutual
22-
-- Helper function for symmetry of type equality using equality views.
22+
-- Helper function for symmetry of type equality using shape views.
2323
symEqT : ∀ {Γ A B l l′} {[A] : Γ ⊩⟨ l ⟩ A} {[B] : Γ ⊩⟨ l′ ⟩ B}
24-
→ EqView Γ l l′ A B [A] [B]
24+
→ ShapeView Γ l l′ A B [A] [B]
2525
→ Γ ⊩⟨ l ⟩ A ≡ B / [A]
2626
→ Γ ⊩⟨ l′ ⟩ B ≡ A / [B]
2727
symEqT (ℕ D D′) A≡B = red D

‎Definition/LogicalRelation/Properties/Transitivity.agda

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@@ -10,7 +10,7 @@ open import Definition.Typed
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open import Definition.Typed.Properties
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open import Definition.Typed.Weakening
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open import Definition.LogicalRelation
13-
open import Definition.LogicalRelation.EqView
13+
open import Definition.LogicalRelation.ShapeView
1414
open import Definition.LogicalRelation.Irrelevance
1515
open import Definition.LogicalRelation.Properties.Conversion
1616

@@ -19,10 +19,10 @@ import Tools.PropositionalEquality as PE
1919

2020

2121
mutual
22-
-- Helper function for transitivity of type equality using equality views.
22+
-- Helper function for transitivity of type equality using shape views.
2323
transEqT : ∀ {Γ A B C l l′ l″}
2424
{[A] : Γ ⊩⟨ l ⟩ A} {[B] : Γ ⊩⟨ l′ ⟩ B} {[C] : Γ ⊩⟨ l″ ⟩ C}
25-
→ EqView₃ Γ l l′ l″ A B C [A] [B] [C]
25+
→ ShapeView₃ Γ l l′ l″ A B C [A] [B] [C]
2626
→ Γ ⊩⟨ l ⟩ A ≡ B / [A]
2727
→ Γ ⊩⟨ l′ ⟩ B ≡ C / [B]
2828
→ Γ ⊩⟨ l ⟩ A ≡ C / [A]

‎Definition/LogicalRelation/Properties/Universe.agda

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@@ -9,7 +9,7 @@ open import Definition.Untyped
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open import Definition.Typed
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open import Definition.Typed.Properties as T
1111
open import Definition.LogicalRelation
12-
open import Definition.LogicalRelation.EqView
12+
open import Definition.LogicalRelation.ShapeView
1313
open import Definition.LogicalRelation.Irrelevance
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1515
open import Tools.Product

‎Definition/LogicalRelation/EqView.agda renamed to ‎Definition/LogicalRelation/ShapeView.agda

Lines changed: 28 additions & 28 deletions
Original file line numberDiff line numberDiff line change
@@ -2,7 +2,7 @@
22

33
open import Definition.Typed.EqualityRelation
44

5-
module Definition.LogicalRelation.EqView {{eqrel : EqRelSet}} where
5+
module Definition.LogicalRelation.ShapeView {{eqrel : EqRelSet}} where
66
open EqRelSet {{...}}
77

88
open import Definition.Untyped
@@ -112,23 +112,23 @@ extractMaybeEmb (noemb x) = _ , x
112112
extractMaybeEmb (emb 0<1 x) = extractMaybeEmb x
113113

114114
-- A view for constructor equality of types where embeddings are ignored
115-
data EqView Γ : ∀ l l′ A B (p : Γ ⊩⟨ l ⟩ A) (q : Γ ⊩⟨ l′ ⟩ B) → Set where
116-
U : ∀ {l l′} UA UB → EqView Γ l l′ U U (U UA) (U UB)
117-
ℕ : ∀ {A B l l′} ℕA ℕB → EqView Γ l l′ A B (ℕ ℕA) (ℕ ℕB)
115+
data ShapeView Γ : ∀ l l′ A B (p : Γ ⊩⟨ l ⟩ A) (q : Γ ⊩⟨ l′ ⟩ B) → Set where
116+
U : ∀ {l l′} UA UB → ShapeView Γ l l′ U U (U UA) (U UB)
117+
ℕ : ∀ {A B l l′} ℕA ℕB → ShapeView Γ l l′ A B (ℕ ℕA) (ℕ ℕB)
118118
ne : ∀ {A B l l′} neA neB
119-
→ EqView Γ l l′ A B (ne neA) (ne neB)
119+
→ ShapeView Γ l l′ A B (ne neA) (ne neB)
120120
Π : ∀ {A B l l′} ΠA ΠB
121-
→ EqView Γ l l′ A B (Π ΠA) (Π ΠB)
121+
→ ShapeView Γ l l′ A B (Π ΠA) (Π ΠB)
122122
emb⁰¹ : ∀ {A B l p q}
123-
→ EqView Γ ⁰ l A B p q
124-
→ EqView Γ ¹ l A B (emb 0<1 p) q
123+
→ ShapeView Γ ⁰ l A B p q
124+
→ ShapeView Γ ¹ l A B (emb 0<1 p) q
125125
emb¹⁰ : ∀ {A B l p q}
126-
→ EqView Γ l ⁰ A B p q
127-
→ EqView Γ l ¹ A B p (emb 0<1 q)
126+
→ ShapeView Γ l ⁰ A B p q
127+
→ ShapeView Γ l ¹ A B p (emb 0<1 q)
128128

129-
-- Construct an equality view from an equality
129+
-- Construct an shape view from an equality
130130
goodCases : ∀ {l l′ Γ A B} ([A] : Γ ⊩⟨ l ⟩ A) ([B] : Γ ⊩⟨ l′ ⟩ B)
131-
→ Γ ⊩⟨ l ⟩ A ≡ B / [A] → EqView Γ l l′ A B [A] [B]
131+
→ Γ ⊩⟨ l ⟩ A ≡ B / [A] → ShapeView Γ l l′ A B [A] [B]
132132
goodCases (U UA) (U UB) A≡B = U UA UB
133133
goodCases (U′ _ _ ⊢Γ) (ℕ D) PE.refl = ⊥-elim (U≢ℕ (whnfRed* (red D) U))
134134
goodCases (U′ _ _ ⊢Γ) (ne′ K D neK K≡K) PE.refl = ⊥-elim (U≢ne neK (whnfRed* (red D) U))
@@ -162,39 +162,39 @@ goodCases {l} [A] (emb 0<1 x) A≡B =
162162
goodCases {l′ = l} (emb 0<1 x) [B] A≡B =
163163
emb⁰¹ (goodCases {⁰} {l} x [B] A≡B)
164164

165-
-- Construct an equality view between two derivations of the same type
165+
-- Construct an shape view between two derivations of the same type
166166
goodCasesRefl : ∀ {l l′ Γ A} ([A] : Γ ⊩⟨ l ⟩ A) ([A′] : Γ ⊩⟨ l′ ⟩ A)
167-
→ EqView Γ l l′ A A [A] [A′]
167+
→ ShapeView Γ l l′ A A [A] [A′]
168168
goodCasesRefl [A] [A′] = goodCases [A] [A′] (reflEq [A])
169169

170170

171171
-- A view for constructor equality between three types
172-
data EqView₃ Γ : ∀ l l′ l″ A B C
172+
data ShapeView₃ Γ : ∀ l l′ l″ A B C
173173
(p : Γ ⊩⟨ l ⟩ A)
174174
(q : Γ ⊩⟨ l′ ⟩ B)
175175
(r : Γ ⊩⟨ l″ ⟩ C) → Set where
176-
U : ∀ {l l′ l″} UA UB UC → EqView₃ Γ l l′ l″ U U U (U UA) (U UB) (U UC)
176+
U : ∀ {l l′ l″} UA UB UC → ShapeView₃ Γ l l′ l″ U U U (U UA) (U UB) (U UC)
177177
ℕ : ∀ {A B C l l′ l″} ℕA ℕB ℕC
178-
→ EqView₃ Γ l l′ l″ A B C (ℕ ℕA) (ℕ ℕB) (ℕ ℕC)
178+
→ ShapeView₃ Γ l l′ l″ A B C (ℕ ℕA) (ℕ ℕB) (ℕ ℕC)
179179
ne : ∀ {A B C l l′ l″} neA neB neC
180-
→ EqView₃ Γ l l′ l″ A B C (ne neA) (ne neB) (ne neC)
180+
→ ShapeView₃ Γ l l′ l″ A B C (ne neA) (ne neB) (ne neC)
181181
Π : ∀ {A B C l l′ l″} ΠA ΠB ΠC
182-
→ EqView₃ Γ l l′ l″ A B C (Π ΠA) (Π ΠB) (Π ΠC)
182+
→ ShapeView₃ Γ l l′ l″ A B C (Π ΠA) (Π ΠB) (Π ΠC)
183183
emb⁰¹¹ : ∀ {A B C l l′ p q r}
184-
→ EqView₃ Γ ⁰ l l′ A B C p q r
185-
→ EqView₃ Γ ¹ l l′ A B C (emb 0<1 p) q r
184+
→ ShapeView₃ Γ ⁰ l l′ A B C p q r
185+
→ ShapeView₃ Γ ¹ l l′ A B C (emb 0<1 p) q r
186186
emb¹⁰¹ : ∀ {A B C l l′ p q r}
187-
→ EqView₃ Γ l ⁰ l′ A B C p q r
188-
→ EqView₃ Γ l ¹ l′ A B C p (emb 0<1 q) r
187+
→ ShapeView₃ Γ l ⁰ l′ A B C p q r
188+
→ ShapeView₃ Γ l ¹ l′ A B C p (emb 0<1 q) r
189189
emb¹¹⁰ : ∀ {A B C l l′ p q r}
190-
→ EqView₃ Γ l l′ ⁰ A B C p q r
191-
→ EqView₃ Γ l l′ ¹ A B C p q (emb 0<1 r)
190+
→ ShapeView₃ Γ l l′ ⁰ A B C p q r
191+
→ ShapeView₃ Γ l l′ ¹ A B C p q (emb 0<1 r)
192192

193193
-- Combines two two-way views into a three-way view
194194
combine : ∀ {Γ l l′ l″ l‴ A B C [A] [B] [B]′ [C]}
195-
→ EqView Γ l l′ A B [A] [B]
196-
→ EqView Γ l″ l‴ B C [B]′ [C]
197-
→ EqView₃ Γ l l′ l‴ A B C [A] [B] [C]
195+
→ ShapeView Γ l l′ A B [A] [B]
196+
→ ShapeView Γ l″ l‴ B C [B]′ [C]
197+
→ ShapeView₃ Γ l l′ l‴ A B C [A] [B] [C]
198198
combine (U UA₁ UB₁) (U UA UB) = U UA₁ UB₁ UB
199199
combine (U UA UB) (ℕ ℕA ℕB) = ⊥-elim (U≢ℕ (whnfRed* (red ℕA) U))
200200
combine (U UA UB) (ne (ne K D neK K≡K) neB) =

‎Definition/LogicalRelation/Substitution/Introductions/Lambda.agda

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Original file line numberDiff line numberDiff line change
@@ -12,7 +12,7 @@ open import Definition.Typed.Properties
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open import Definition.Typed.Weakening as T hiding (wk; wkTerm; wkEqTerm)
1313
open import Definition.Typed.RedSteps
1414
open import Definition.LogicalRelation
15-
open import Definition.LogicalRelation.EqView
15+
open import Definition.LogicalRelation.ShapeView
1616
open import Definition.LogicalRelation.Irrelevance
1717
open import Definition.LogicalRelation.Weakening
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open import Definition.LogicalRelation.Properties

‎Definition/LogicalRelation/Substitution/Introductions/Natrec.agda

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@@ -12,7 +12,7 @@ import Definition.Typed.Weakening as T
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open import Definition.Typed.Properties
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open import Definition.Typed.RedSteps
1414
open import Definition.LogicalRelation
15-
open import Definition.LogicalRelation.EqView
15+
open import Definition.LogicalRelation.ShapeView
1616
open import Definition.LogicalRelation.Irrelevance
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open import Definition.LogicalRelation.Properties
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open import Definition.LogicalRelation.Application

‎Definition/LogicalRelation/Substitution/Introductions/Pi.agda

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@@ -11,7 +11,7 @@ open import Definition.Typed
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open import Definition.Typed.Weakening as T hiding (wk; wkEq; wkTerm; wkEqTerm)
1212
open import Definition.Typed.Properties
1313
open import Definition.LogicalRelation
14-
open import Definition.LogicalRelation.EqView
14+
open import Definition.LogicalRelation.ShapeView
1515
open import Definition.LogicalRelation.Weakening
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open import Definition.LogicalRelation.Irrelevance
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open import Definition.LogicalRelation.Properties

‎Definition/LogicalRelation/Substitution/Introductions/SingleSubst.agda

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@@ -12,7 +12,7 @@ import Definition.Typed.Weakening as T
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open import Definition.Typed.Properties
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open import Definition.Typed.RedSteps
1414
open import Definition.LogicalRelation
15-
open import Definition.LogicalRelation.EqView
15+
open import Definition.LogicalRelation.ShapeView
1616
open import Definition.LogicalRelation.Irrelevance
1717
open import Definition.LogicalRelation.Properties
1818
open import Definition.LogicalRelation.Substitution

‎Definition/LogicalRelation/Substitution/Introductions/Universe.agda

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Original file line numberDiff line numberDiff line change
@@ -8,7 +8,7 @@ open EqRelSet {{...}}
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open import Definition.Untyped
99
open import Definition.LogicalRelation
1010
open import Definition.LogicalRelation.Irrelevance
11-
open import Definition.LogicalRelation.EqView
11+
open import Definition.LogicalRelation.ShapeView
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open import Definition.LogicalRelation.Properties
1313
open import Definition.LogicalRelation.Substitution
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‎Definition/LogicalRelation/Weakening.agda

Lines changed: 1 addition & 1 deletion
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@@ -13,7 +13,7 @@ open import Definition.Typed.Weakening as T hiding (wk; wkEq; wkTerm; wkEqTerm)
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open import Definition.LogicalRelation
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open import Definition.LogicalRelation.Properties.Reflexivity
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open import Definition.LogicalRelation.Irrelevance
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open import Definition.LogicalRelation.EqView
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open import Definition.LogicalRelation.ShapeView
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open import Tools.Product
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open import Tools.Unit

‎Definition/Typed/Consequences/Canonicity.agda

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@@ -15,7 +15,7 @@ open import Definition.Typed.EqRelInstance
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open import Definition.LogicalRelation
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open import Definition.LogicalRelation.Irrelevance
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open import Definition.LogicalRelation.EqView
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open import Definition.LogicalRelation.ShapeView
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open import Definition.LogicalRelation.Properties
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open import Definition.LogicalRelation.Substitution
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open import Definition.LogicalRelation.Substitution.Properties

‎Definition/Typed/Consequences/Consistency.agda

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@@ -13,7 +13,7 @@ open import Definition.Typed.Properties
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open import Definition.Typed.EqRelInstance
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open import Definition.LogicalRelation
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open import Definition.LogicalRelation.Irrelevance
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open import Definition.LogicalRelation.EqView
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open import Definition.LogicalRelation.ShapeView
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open import Definition.LogicalRelation.Substitution
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open import Definition.LogicalRelation.Fundamental.Reducibility
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‎Definition/Typed/Consequences/Equality.agda

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@@ -9,7 +9,7 @@ open import Definition.Typed.Properties
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open import Definition.Typed.EqRelInstance
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open import Definition.LogicalRelation
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open import Definition.LogicalRelation.Irrelevance
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open import Definition.LogicalRelation.EqView
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open import Definition.LogicalRelation.ShapeView
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open import Definition.LogicalRelation.Substitution
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open import Definition.LogicalRelation.Substitution.Properties
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open import Definition.LogicalRelation.Fundamental.Reducibility

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