(***********************************************************************) (* *) (* Objective Caml *) (* *) (* Xavier Leroy, projet Cristal, INRIA Rocquencourt *) (* *) (* Copyright 1996 Institut National de Recherche en Informatique et *) (* en Automatique. All rights reserved. This file is distributed *) (* under the terms of the Q Public License version 1.0. *) (* *) (***********************************************************************) (* $Id$ *) (* Renaming of registers at reload points to split live ranges. *) open Reg open Mach (* Substitutions are represented by register maps *) type subst = Reg.t Reg.Map.t let subst_reg r sub = try Reg.Map.find r sub with Not_found -> r let subst_regs rv sub = match sub with None -> rv | Some s -> let n = Array.length rv in let nv = Array.create n Reg.dummy in for i = 0 to n-1 do nv.(i) <- subst_reg rv.(i) s done; nv (* We maintain equivalence classes of registers using a standard union-find algorithm *) let equiv_classes = ref (Reg.Map.empty : Reg.t Reg.Map.t) let rec repres_reg r = try repres_reg(Reg.Map.find r !equiv_classes) with Not_found -> r let repres_regs rv = let n = Array.length rv in for i = 0 to n-1 do rv.(i) <- repres_reg rv.(i) done (* Identify two registers. The second register is chosen as canonical representative. *) let identify r1 r2 = let repres1 = repres_reg r1 in let repres2 = repres_reg r2 in if repres1.stamp = repres2.stamp then () else begin equiv_classes := Reg.Map.add repres1 repres2 !equiv_classes end (* Identify the image of a register by two substitutions. Be careful to use the original register as canonical representative in case it does not belong to the domain of one of the substitutions. *) let identify_sub sub1 sub2 reg = try let r1 = Reg.Map.find reg sub1 in try let r2 = Reg.Map.find reg sub2 in identify r1 r2 with Not_found -> identify r1 reg with Not_found -> try let r2 = Reg.Map.find reg sub2 in identify r2 reg with Not_found -> () (* Identify registers so that the two substitutions agree on the registers live before the given instruction. *) let merge_substs sub1 sub2 i = match (sub1, sub2) with (None, None) -> None | (Some s1, None) -> sub1 | (None, Some s2) -> sub2 | (Some s1, Some s2) -> Reg.Set.iter (identify_sub s1 s2) (Reg.add_set_array i.live i.arg); sub1 (* Same, for N substitutions *) let merge_subst_array subv instr = let rec find_one_subst i = if i >= Array.length subv then None else begin match subv.(i) with None -> find_one_subst (i+1) | Some si as sub -> for j = i+1 to Array.length subv - 1 do match subv.(j) with None -> () | Some sj -> Reg.Set.iter (identify_sub si sj) (Reg.add_set_array instr.live instr.arg) done; sub end in find_one_subst 0 (* First pass: rename registers at reload points *) let exit_subst = ref [] let find_exit_subst k = try List.assoc k !exit_subst with | Not_found -> Misc.fatal_error "Split.find_exit_subst" let rec rename i sub = match i.desc with Iend -> (i, sub) | Ireturn | Iop(Itailcall_ind) | Iop(Itailcall_imm _) -> (instr_cons i.desc (subst_regs i.arg sub) [||] i.next, None) | Iop Ireload when i.res.(0).loc = Unknown -> begin match sub with None -> rename i.next sub | Some s -> let oldr = i.res.(0) in let newr = Reg.clone i.res.(0) in let (new_next, sub_next) = rename i.next (Some(Reg.Map.add oldr newr s)) in (instr_cons i.desc i.arg [|newr|] new_next, sub_next) end | Iop _ -> let (new_next, sub_next) = rename i.next sub in (instr_cons i.desc (subst_regs i.arg sub) (subst_regs i.res sub) new_next, sub_next) | Iifthenelse(tst, ifso, ifnot) -> let (new_ifso, sub_ifso) = rename ifso sub in let (new_ifnot, sub_ifnot) = rename ifnot sub in let (new_next, sub_next) = rename i.next (merge_substs sub_ifso sub_ifnot i.next) in (instr_cons (Iifthenelse(tst, new_ifso, new_ifnot)) (subst_regs i.arg sub) [||] new_next, sub_next) | Iswitch(index, cases) -> let new_sub_cases = Array.map (fun c -> rename c sub) cases in let sub_merge = merge_subst_array (Array.map (fun (n, s) -> s) new_sub_cases) i.next in let (new_next, sub_next) = rename i.next sub_merge in (instr_cons (Iswitch(index, Array.map (fun (n, s) -> n) new_sub_cases)) (subst_regs i.arg sub) [||] new_next, sub_next) | Iloop(body) -> let (new_body, sub_body) = rename body sub in let (new_next, sub_next) = rename i.next (merge_substs sub sub_body i) in (instr_cons (Iloop(new_body)) [||] [||] new_next, sub_next) | Icatch(nfail, body, handler) -> let new_subst = ref None in exit_subst := (nfail, new_subst) :: !exit_subst ; let (new_body, sub_body) = rename body sub in let sub_entry_handler = !new_subst in exit_subst := List.tl !exit_subst; let (new_handler, sub_handler) = rename handler sub_entry_handler in let (new_next, sub_next) = rename i.next (merge_substs sub_body sub_handler i.next) in (instr_cons (Icatch(nfail, new_body, new_handler)) [||] [||] new_next, sub_next) | Iexit nfail -> let r = find_exit_subst nfail in r := merge_substs !r sub i; (i, None) | Itrywith(body, handler) -> let (new_body, sub_body) = rename body sub in let (new_handler, sub_handler) = rename handler sub in let (new_next, sub_next) = rename i.next (merge_substs sub_body sub_handler i.next) in (instr_cons (Itrywith(new_body, new_handler)) [||] [||] new_next, sub_next) | Iraise -> (instr_cons Iraise (subst_regs i.arg sub) [||] i.next, None) (* Second pass: replace registers by their final representatives *) let set_repres i = instr_iter (fun i -> repres_regs i.arg; repres_regs i.res) i (* Entry point *) let fundecl f = equiv_classes := Reg.Map.empty; let new_args = Array.copy f.fun_args in let (new_body, sub_body) = rename f.fun_body (Some Reg.Map.empty) in repres_regs new_args; set_repres new_body; equiv_classes := Reg.Map.empty; { fun_name = f.fun_name; fun_args = new_args; fun_body = new_body; fun_fast = f.fun_fast }