Mercurial > urweb
view src/elab_ops.sml @ 554:193fe8836419
Intro
author | Adam Chlipala <adamc@hcoop.net> |
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date | Sun, 07 Dec 2008 15:10:59 -0500 |
parents | 11fc77fb8257 |
children | 8998114760c1 |
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(* Copyright (c) 2008, Adam Chlipala * All rights reserved. * * Redistribution and use in source and binary forms, with or without * modification, are permitted provided that the following conditions are met: * * - Redistributions of source code must retain the above copyright notice, * this list of conditions and the following disclaimer. * - Redistributions in binary form must reproduce the above copyright notice, * this list of conditions and the following disclaimer in the documentation * and/or other materials provided with the distribution. * - The names of contributors may not be used to endorse or promote products * derived from this software without specific prior written permission. * * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" * AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE * IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE * ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE * LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR * CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF * SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS * INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN * CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) * ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE * POSSIBILITY OF SUCH DAMAGE. *) structure ElabOps :> ELAB_OPS = struct open Elab structure E = ElabEnv structure U = ElabUtil fun liftConInCon by = U.Con.mapB {kind = fn k => k, con = fn bound => fn c => case c of CRel xn => if xn < bound then c else CRel (xn + by) (*| CUnif _ => raise SynUnif*) | _ => c, bind = fn (bound, U.Con.Rel _) => bound + 1 | (bound, _) => bound} fun subConInCon' rep = U.Con.mapB {kind = fn k => k, con = fn (by, xn) => fn c => case c of CRel xn' => (case Int.compare (xn', xn) of EQUAL => #1 (liftConInCon by 0 rep) | GREATER => CRel (xn' - 1) | LESS => c) (*| CUnif _ => raise SynUnif*) | _ => c, bind = fn ((by, xn), U.Con.Rel _) => (by+1, xn+1) | (ctx, _) => ctx} val liftConInCon = liftConInCon 1 fun subConInCon (xn, rep) = subConInCon' rep (0, xn) fun subStrInSgn (m1, m2) = U.Sgn.map {kind = fn k => k, con = fn c as CModProj (m1', ms, x) => if m1 = m1' then CModProj (m2, ms, x) else c | c => c, sgn_item = fn sgi => sgi, sgn = fn sgn => sgn} fun hnormCon env (cAll as (c, loc)) = case c of CUnif (_, _, _, ref (SOME c)) => hnormCon env c | CNamed xn => (case E.lookupCNamed env xn of (_, _, SOME c') => hnormCon env c' | _ => cAll) | CModProj (n, ms, x) => let val (_, sgn) = E.lookupStrNamed env n val (str, sgn) = foldl (fn (m, (str, sgn)) => case E.projectStr env {sgn = sgn, str = str, field = m} of NONE => raise Fail "hnormCon: Unknown substructure" | SOME sgn => ((StrProj (str, m), loc), sgn)) ((StrVar n, loc), sgn) ms in case E.projectCon env {sgn = sgn, str = str, field = x} of NONE => raise Fail "kindof: Unknown con in structure" | SOME (_, NONE) => cAll | SOME (_, SOME c) => hnormCon env c end | CApp (c1, c2) => (case #1 (hnormCon env c1) of CAbs (x, k, cb) => let val sc = (hnormCon env (subConInCon (0, c2) cb)) handle SynUnif => cAll (*val env' = E.pushCRel env x k*) in (*Print.eprefaces "Subst" [("x", Print.PD.string x), ("cb", ElabPrint.p_con env' cb), ("c2", ElabPrint.p_con env c2), ("sc", ElabPrint.p_con env sc)];*) sc end | c1' as CApp (c', i) => let fun default () = (CApp ((c1', loc), hnormCon env c2), loc) in case #1 (hnormCon env c') of CApp (c', f) => (case #1 (hnormCon env c') of CFold ks => (case #1 (hnormCon env c2) of CRecord (_, []) => hnormCon env i | CRecord (k, (x, c) :: rest) => hnormCon env (CApp ((CApp ((CApp (f, x), loc), c), loc), (CApp ((CApp ((CApp ((CFold ks, loc), f), loc), i), loc), (CRecord (k, rest), loc)), loc)), loc) | CConcat ((CRecord (k, (x, c) :: rest), _), rest') => let val rest'' = (CConcat ((CRecord (k, rest), loc), rest'), loc) (*val ccc = (CApp ((CApp ((CApp (f, x), loc), c), loc), (CApp ((CApp ((CApp ((CFold ks, loc), f), loc), i), loc), rest''), loc)), loc)*) in (*eprefaces "Red to" [("ccc", p_con env ccc), ("ccc'", p_con env (hnormCon env ccc))];*) hnormCon env (CApp ((CApp ((CApp (f, x), loc), c), loc), (CApp ((CApp ((CApp ((CFold ks, loc), f), loc), i), loc), rest''), loc)), loc) end | _ => let fun cunif () = let val r = ref NONE in (r, (CUnif (loc, (KType, loc), "_", r), loc)) end val (nmR, nm) = cunif () val (vR, v) = cunif () val (rR, r) = cunif () val c = f val c = (CApp (c, nm), loc) val c = (CApp (c, v), loc) val c = (CApp (c, r), loc) fun unconstraint c = case hnormCon env c of (CDisjoint (_, _, _, c), _) => unconstraint c | c => c val c = unconstraint c fun tryDistributivity () = let fun distribute (c1, c2) = let val c = (CFold ks, loc) val c = (CApp (c, f), loc) val c = (CApp (c, i), loc) val c1 = (CApp (c, c1), loc) val c2 = (CApp (c, c2), loc) val c = (CConcat (c1, c2), loc) in hnormCon env c end in case (hnormCon env i, hnormCon env c2, hnormCon env c) of ((CRecord (_, []), _), (CConcat (arg1, arg2), _), (CConcat (c1, c2'), _)) => (case (hnormCon env c1, hnormCon env c2') of ((CRecord (_, [(nm', v')]), _), (CUnif (_, _, _, rR'), _)) => (case hnormCon env nm' of (CUnif (_, _, _, nmR'), _) => if nmR' = nmR andalso rR' = rR then distribute (arg1, arg2) else default () | _ => default ()) | _ => default ()) | _ => default () end fun tryFusion () = let fun fuse (dom, new_v, r') = let val ran = #2 ks val f = (CApp (f, (CRel 2, loc)), loc) val f = (CApp (f, new_v), loc) val f = (CApp (f, (CRel 0, loc)), loc) val f = (CAbs ("acc", ran, f), loc) val f = (CAbs ("v", dom, f), loc) val f = (CAbs ("nm", (KName, loc), f), loc) val c = (CFold (dom, ran), loc) val c = (CApp (c, f), loc) val c = (CApp (c, i), loc) val c = (CApp (c, r'), loc) in hnormCon env c end in case #1 (hnormCon env c2) of CApp (f, r') => (case #1 (hnormCon env f) of CApp (f, inner_i) => (case (#1 (hnormCon env f), #1 (hnormCon env inner_i)) of (CApp (f, inner_f), CRecord (_, [])) => (case #1 (hnormCon env f) of CFold (dom, _) => let val c = inner_f val c = (CApp (c, nm), loc) val c = (CApp (c, v), loc) val c = (CApp (c, r), loc) val c = unconstraint c (*val () = Print.prefaces "Onto something!" [("c", ElabPrint.p_con env cAll), ("c'", ElabPrint.p_con env c)]*) in case #1 (hnormCon env c) of CConcat (first, rest) => (case (#1 (hnormCon env first), #1 (hnormCon env rest)) of (CRecord (_, [(nm', v')]), CUnif (_, _, _, rR')) => (case #1 (hnormCon env nm') of CUnif (_, _, _, nmR') => if rR' = rR andalso nmR' = nmR then (nmR := SOME (CRel 2, loc); vR := SOME (CRel 1, loc); rR := SOME (CError, loc); fuse (dom, v', r')) else tryDistributivity () | _ => tryDistributivity ()) | _ => tryDistributivity ()) | _ => tryDistributivity () end | _ => tryDistributivity ()) | _ => tryDistributivity ()) | _ => tryDistributivity ()) | _ => tryDistributivity () end in (*Print.prefaces "Consider" [("c", ElabPrint.p_con env c)];*) case (hnormCon env i, unconstraint c) of ((CRecord (_, []), _), (CConcat (c1, c2'), _)) => (case (hnormCon env c1, hnormCon env c2') of ((CRecord (_, [(nm', v')]), _), (CUnif (_, _, _, rR'), _)) => (case (hnormCon env nm', hnormCon env v') of ((CUnif (_, _, _, nmR'), _), (CUnif (_, _, _, vR'), _)) => if nmR' = nmR andalso vR' = vR andalso rR' = rR then hnormCon env c2 else tryFusion () | _ => tryFusion ()) | _ => tryFusion ()) | _ => tryFusion () end) | _ => default ()) | _ => default () end | c1' => (CApp ((c1', loc), hnormCon env c2), loc)) | CConcat (c1, c2) => (case (hnormCon env c1, hnormCon env c2) of ((CRecord (k, xcs1), loc), (CRecord (_, xcs2), _)) => (CRecord (k, xcs1 @ xcs2), loc) | ((CRecord (_, []), _), c2') => c2' | ((CConcat (c11, c12), loc), c2') => hnormCon env (CConcat (c11, (CConcat (c12, c2'), loc)), loc) | (c1', (CRecord (_, []), _)) => c1' | (c1', c2') => (CConcat (c1', c2'), loc)) | CProj (c, n) => (case hnormCon env c of (CTuple cs, _) => hnormCon env (List.nth (cs, n - 1)) | _ => cAll) | _ => cAll end