package coq-core
The Coq Proof Assistant -- Core Binaries and Tools
Install
Dune Dependency
Authors
Maintainers
Sources
coq-8.17.0.tar.gz
sha512=2f77bcb5211018b5d46320fd39fd34450eeb654aca44551b28bb50a2364398c4b34587630b6558db867ecfb63b246fd3e29dc2375f99967ff62bc002db9c3250
doc/src/coq-core.kernel/relevanceops.ml.html
Source file relevanceops.ml
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(************************************************************************) (* * The Coq Proof Assistant / The Coq Development Team *) (* v * Copyright INRIA, CNRS and contributors *) (* <O___,, * (see version control and CREDITS file for authors & dates) *) (* \VV/ **************************************************************) (* // * This file is distributed under the terms of the *) (* * GNU Lesser General Public License Version 2.1 *) (* * (see LICENSE file for the text of the license) *) (************************************************************************) open Util open Names open Constr open Declarations open Environ open Context module RelDecl = Context.Rel.Declaration let relevance_of_rel env n = let decl = lookup_rel n env in RelDecl.get_relevance decl let relevance_of_var env x = let decl = lookup_named x env in Context.Named.Declaration.get_relevance decl let relevance_of_constant env c = let decl = lookup_constant c env in decl.const_relevance let relevance_of_constructor env ((mi,i),_) = let decl = lookup_mind mi env in let packet = decl.mind_packets.(i) in packet.mind_relevance let relevance_of_projection env p = let mind = Projection.mind p in let mib = lookup_mind mind env in Declareops.relevance_of_projection_repr mib (Projection.repr p) let rec relevance_of_term_extra env extra lft c = match kind c with | Rel n -> if n <= lft then Range.get extra (n - 1) else relevance_of_rel env (n - lft) | Var x -> relevance_of_var env x | Sort _ | Ind _ | Prod _ -> Sorts.Relevant (* types are always relevant *) | Cast (c, _, _) -> relevance_of_term_extra env extra lft c | Lambda ({binder_relevance=r;_}, _, bdy) -> relevance_of_term_extra env (Range.cons r extra) (lft + 1) bdy | LetIn ({binder_relevance=r;_}, _, _, bdy) -> relevance_of_term_extra env (Range.cons r extra) (lft + 1) bdy | App (c, _) -> relevance_of_term_extra env extra lft c | Const (c,_) -> relevance_of_constant env c | Construct (c,_) -> relevance_of_constructor env c | Case (ci, _, _, _, _, _, _) -> ci.ci_relevance | Fix ((_,i),(lna,_,_)) -> (lna.(i)).binder_relevance | CoFix (i,(lna,_,_)) -> (lna.(i)).binder_relevance | Proj (p, _) -> relevance_of_projection env p | Int _ | Float _ -> Sorts.Relevant | Array _ -> Sorts.Relevant | Meta _ | Evar _ -> Sorts.Relevant (* let's assume metas and evars are relevant for now *) let relevance_of_term env c = relevance_of_term_extra env Range.empty 0 c
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