(************************************************************************) (* v * The Coq Proof Assistant / The Coq Development Team *) (* context := "ltac2" "pattern_empty_context". (** A trivial context only made of the hole. *) Ltac2 @ external matches : t -> constr -> (ident * constr) list := "ltac2" "pattern_matches". (** If the term matches the pattern, returns the bound variables. If it doesn't, fail with [Match_failure]. Panics if not focused. *) Ltac2 @ external matches_subterm : t -> constr -> context * ((ident * constr) list) := "ltac2" "pattern_matches_subterm". (** Returns a stream of results corresponding to all of the subterms of the term that matches the pattern as in [matches]. The stream is encoded as a backtracking value whose last exception is [Match_failure]. The additional value compared to [matches] is the context of the match, to be filled with the instantiate function. *) Ltac2 @ external matches_vect : t -> constr -> constr array := "ltac2" "pattern_matches_vect". (** Internal version of [matches] that does not return the identifiers. *) Ltac2 @ external matches_subterm_vect : t -> constr -> context * constr array := "ltac2" "pattern_matches_subterm_vect". (** Internal version of [matches_subterms] that does not return the identifiers. *) Ltac2 @ external matches_goal : bool -> (match_kind * t) list -> (match_kind * t) -> ident array * context array * constr array * context := "ltac2" "pattern_matches_goal". (** Given a list of patterns [hpats] for hypotheses and one pattern [cpat] for the conclusion, [matches_goal rev hpats cpat] produces (a stream of) tuples of: - An array of idents, whose size is the length of [hpats], corresponding to the name of matched hypotheses. - An array of contexts, whose size is the length of [hpats], corresponding to the contexts matched for every hypothesis pattern. In case the match kind of a hypothesis was [MatchPattern], the corresponding context is ensured to be empty. - An array of terms, whose size is the total number of pattern variables without duplicates. Terms are ordered by identifier order, e.g. ?a comes before ?b. - A context corresponding to the conclusion, which is ensured to be empty if the kind of [cpat] was [MatchPattern]. This produces a backtracking stream of results containing all the possible result combinations. The order of considered hypotheses is reversed if [rev] is true. *) Ltac2 @ external instantiate : context -> constr -> constr := "ltac2" "pattern_instantiate". (** Fill the hole of a context with the given term. *) (** Implementation of Ltac matching over terms and goals *) Ltac2 lazy_match0 t pats := let rec interp m := match m with | [] => Control.zero Match_failure | p :: m => let next _ := interp m in let (knd, pat, f) := p in let p := match knd with | MatchPattern => (fun _ => let context := empty_context () in let bind := matches_vect pat t in fun _ => f context bind) | MatchContext => (fun _ => let (context, bind) := matches_subterm_vect pat t in fun _ => f context bind) end in Control.plus p next end in Control.once (fun () => interp pats) (). Ltac2 multi_match0 t pats := let rec interp m := match m with | [] => Control.zero Match_failure | p :: m => let next _ := interp m in let (knd, pat, f) := p in let p := match knd with | MatchPattern => (fun _ => let context := empty_context () in let bind := matches_vect pat t in f context bind) | MatchContext => (fun _ => let (context, bind) := matches_subterm_vect pat t in f context bind) end in Control.plus p next end in interp pats. Ltac2 one_match0 t m := Control.once (fun _ => multi_match0 t m). Ltac2 lazy_goal_match0 rev pats := let rec interp m := match m with | [] => Control.zero Match_failure | p :: m => let next _ := interp m in let (pat, f) := p in let (phyps, pconcl) := pat in let cur _ := let (hids, hctx, subst, cctx) := matches_goal rev phyps pconcl in fun _ => f hids hctx subst cctx in Control.plus cur next end in Control.once (fun () => interp pats) (). Ltac2 multi_goal_match0 rev pats := let rec interp m := match m with | [] => Control.zero Match_failure | p :: m => let next _ := interp m in let (pat, f) := p in let (phyps, pconcl) := pat in let cur _ := let (hids, hctx, subst, cctx) := matches_goal rev phyps pconcl in f hids hctx subst cctx in Control.plus cur next end in interp pats. Ltac2 one_goal_match0 rev pats := Control.once (fun _ => multi_goal_match0 rev pats).