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Removed un-needed (and easily recovered) auxiliary function
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TypeTheory/ALV1/CwF_def.v

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@@ -27,24 +27,6 @@ Require Import TypeTheory.ALV1.RelativeUniverses.
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Require Import TypeTheory.ALV1.Transport_along_Equivs.
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Require Import TypeTheory.ALV1.RelUnivYonedaCompletion.
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Section Auxiliary.
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(** * Preliminaries *)
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(* TODO: upstream *)
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Definition yoneda_induction {C : category} (F : preShv C) (c : C)
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(P : F $p c -> UU) :
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(forall K : _ ⟦ Yo c, F ⟧, P (invmap (@yy _ F c) K)) ->
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forall A : F $p c, P A.
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Proof.
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intros H A0.
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set (XR := homotinvweqweq (@yy _ F c)).
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rewrite <- XR.
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apply H.
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Defined.
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End Auxiliary.
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(** * Definition of a CwF
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A (Fiore-style) CwF consists of:

TypeTheory/Initiality/Interpretation.v

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@@ -18,10 +18,6 @@ Require Import TypeTheory.Initiality.Environments.
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Local Open Scope functions.
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Section Auxiliary.
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End Auxiliary.
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Section Partial_Interpretation.
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(** In this section, we construct the partial interpretation function. *)
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