module A202401.FOR-Kit2-GAN where
open import A202401.FOR-Kit2 public
open import A202401.FOR-GAN public
module RenSubKit1-GAN (¶ : RenSubKit1Params) where
open RenSubKit1Params ¶
open RenSubKit1 ¶
module _ (⚠ : FunExt) where
ϖren : Ty → Presheaf ⟪⊒⟫ lzero
ϖren A = record
{ ƒObj = _⊢ A
; ƒ = ren
; idƒ = ⚠ lidren
; _∘ƒ_ = λ ϱ′ ϱ → ⚠ (compren ϱ′ ϱ)
}
ϖren§ : Ctx → Presheaf ⟪⊒⟫ lzero
ϖren§ Δ = record
{ ƒObj = _⊢§ Δ
; ƒ = ren§
; idƒ = ⚠ lidren§
; _∘ƒ_ = λ ϱ′ ϱ → ⚠ (compren§ ϱ′ ϱ)
}
ϖget§ : Ctx → Presheaf ⟪⊑⟫ lzero
ϖget§ Γ = record
{ ƒObj = Γ ⊢§_
; ƒ = get§
; idƒ = ⚠ lidget§
; _∘ƒ_ = λ e e′ → ⚠ (compget§ e e′)
}
module RenSubKit2-GAN (¶ : RenSubKit2Params) where
open RenSubKit2Params ¶
open RenSubKit2 ¶
module RenSubKit3-GAN (¶ : RenSubKit3Params) where
open RenSubKit3Params ¶
open RenSubKit3 ¶
module RenSubKit4-GAN (¶ : RenSubKit4Params) where
open RenSubKit4Params ¶
open RenSubKit4 ¶
⟪§⊣⟫ : Category lzero lzero
⟪§⊣⟫ = record
{ Obj = Ctx
; _▻_ = flip _⊢§_
; id = id§
; _∘_ = sub§
; lid▻ = lidsub§
; rid▻ = ridsub§
; ass▻ = asssub§
; ◅ssa = λ τ σ σ′ → asssub§ σ′ σ τ ⁻¹
}
⟪⊢§⟫ : Category lzero lzero
⟪⊢§⟫ = ⟪§⊣⟫ ᵒᵖ
module _ (⚠ : FunExt) where
⟪sub⟫ : Ty → Presheaf ⟪⊢§⟫ lzero
⟪sub⟫ A = record
{ ƒObj = _⊢ A
; ƒ = sub
; idƒ = ⚠ lidsub
; _∘ƒ_ = λ σ′ σ → ⚠ (compsub σ′ σ)
}