(* Printers for the ocaml toplevel. *) open System open Pp open Ast open Names open Sign open Univ open Proof_trees open Environ open Printer open Refiner open Tacmach open Term open Vernacinterp open Clenv open Errors let _ = Termast.print_evar_arguments := true let pP s = pP (hOV 0 s) let prast c = pP(print_ast c) let prastpat c = pP(print_astpat c) let prastpatl c = pP(print_astlpat c) let ppterm = (fun x -> pP(prterm x)) let pprawterm = (fun x -> pP(pr_rawterm x)) let pppattern = (fun x -> pP(pr_pattern x)) let pptype = (fun x -> pP(prtype x)) let prid id = pP [< 'sTR(string_of_id id) >] let prconst (sp,j) = pP [< 'sTR"#"; 'sTR(string_of_path sp); 'sTR"="; prterm j.uj_val >] let prvar ((id,a)) = pP [< 'sTR"#" ; 'sTR(string_of_id id) ; 'sTR":" ; prterm a >] let genprj f j = let (c,t) = Termast.with_casts f j in [< c; 'sTR " : "; t >] let prj j = pP (genprj prjudge j) let prsp sp = pP[< 'sTR(string_of_path sp) >] let prqualid qid = pP[< pr_qualid qid >] let prgoal g = pP(prgl g) let prsigmagoal g = pP(prgl (sig_it g)) let prgls gls = pP(pr_gls gls) let prglls glls = pP(pr_glls glls) let prctxt ctxt = pP(pr_ctxt ctxt) let pproof p = pP(print_proof Evd.empty empty_named_context p) let prevd evd = pP(pr_decls evd) let prevc evc = pP(pr_evc evc) let prwc wc = pP(pr_evc wc) let prclenv clenv = pP(pr_clenv clenv) let print_uni u = (pP (pr_uni u)) let pp_universes u = pP [< 'sTR"[" ; pr_universes u ; 'sTR"]" >] let cnt = ref 0 let constr_display csr = let rec term_display c = match kind_of_term c with | IsRel n -> "Rel("^(string_of_int n)^")" | IsMeta n -> "Meta("^(string_of_int n)^")" | IsVar id -> "Var("^(string_of_id id)^")" | IsSort s -> "Sort("^(sort_display s)^")" | IsXtra s -> "Xtra("^s^")" | IsCast (c,t) -> "Cast("^(term_display c)^","^(term_display t)^")" | IsProd (na,t,c) -> "Prod("^(name_display na)^","^(term_display t)^","^(term_display c)^")\n" | IsLambda (na,t,c) -> "Lambda("^(name_display na)^","^(term_display t)^","^(term_display c)^")\n" | IsLetIn (na,b,t,c) -> "LetIn("^(name_display na)^","^(term_display b)^"," ^(term_display t)^","^(term_display c)^")" | IsApp (c,l) -> "App("^(term_display c)^","^(array_display l)^")\n" | IsEvar (e,l) -> "Evar("^(string_of_int e)^","^(array_display l)^")" | IsConst (c,l) -> "Const("^(string_of_path c)^","^(array_display l)^")" | IsMutInd ((sp,i),l) -> "MutInd(("^(string_of_path sp)^","^(string_of_int i)^")," ^(array_display l)^")" | IsMutConstruct (((sp,i),j),l) -> "MutConstruct((("^(string_of_path sp)^","^(string_of_int i)^")," ^(string_of_int j)^"),"^(array_display l)^")" | IsMutCase (ci,p,c,bl) -> "MutCase(,"^(term_display p)^","^(term_display c)^"," ^(array_display bl)^")" | IsFix ((t,i),(tl,lna,bl)) -> "Fix(([|"^(Array.fold_right (fun x i -> (string_of_int x)^(if not(i="") then (";"^i) else "")) t "")^"|],"^(string_of_int i)^")," ^(array_display tl)^"," ^(List.fold_right (fun x i -> (name_display x)^(if not(i="") then (";"^i) else "")) lna "")^"," ^(array_display bl)^")" | IsCoFix(i,(tl,lna,bl)) -> "CoFix("^(string_of_int i)^")," ^(array_display tl)^"," ^(List.fold_right (fun x i -> (name_display x)^(if not(i="") then (";"^i) else "")) lna "")^"," ^(array_display bl)^")" and array_display v = "[|"^ (Array.fold_right (fun x i -> (term_display x)^(if not(i="") then (";"^i) else "")) v "")^"|]" and sort_display = function | Prop(Pos) -> "Prop(Pos)" | Prop(Null) -> "Prop(Null)" | Type u -> incr cnt; pP [< 'sTR "with "; 'iNT !cnt; pr_uni u; 'fNL >]; "Type("^(string_of_int !cnt)^")" and name_display = function | Name id -> "Name("^(string_of_id id)^")" | Anonymous -> "Anonymous" in mSG [<'sTR (term_display csr);'fNL>] let _ = Vernacentries.add "PrintConstr" (function | [VARG_CONSTR c] -> (fun () -> let (evmap,sign) = Command.get_current_context () in constr_display (Astterm.interp_constr evmap sign c)) | _ -> bad_vernac_args "PrintConstr")