Investigations on graph-theoretical constructions in Homotopy type theory

{-# OPTIONS --without-K --exact-split #-}

module lib.graph-homomorphisms.classes.Isomorphisms.Trivial
  where
  open import foundations.Core
  open import lib.graph-definitions.Graph
  open import lib.graph-relations.Isomorphic
  open import lib.graph-definitions.Graph.EquivalencePrinciple

  trivial-iso : {ℓ : Level} (G : Graph ℓ) → G ≅ G
  trivial-iso G = (EquivPrinciple.≡-≃-≅ G G ∙→) (refl G)
  syntax trivial-iso G = id-≅ G

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