Files
mercury/compiler/dupelim.m
Fergus Henderson 7597790760 Use sub-modules to structure the modules in the Mercury compiler directory.
The main aim of this change is to make the overall, high-level structure
of the compiler clearer, and to encourage better encapsulation of the
major components.

compiler/libs.m:
compiler/backend_libs.m:
compiler/parse_tree.m:
compiler/hlds.m:
compiler/check_hlds.m:
compiler/transform_hlds.m:
compiler/bytecode_backend.m:
compiler/aditi_backend.m:
compiler/ml_backend.m:
compiler/ll_backend.m:
compiler/top_level.m:
	New files.  One module for each of the major components of the
	Mercury compiler.  These modules contain (as separate sub-modules)
	all the other modules in the Mercury compiler, except gcc.m and
	mlds_to_gcc.m.

Mmakefile:
compiler/Mmakefile:
	Handle the fact that the top-level module is now `top_level',
	not `mercury_compile' (since `mercury_compile' is a sub-module
	of `top_level').

compiler/Mmakefile:
	Update settings of *FLAGS-<modulename> to use the appropriate
	nested module names.

compiler/recompilation_check.m:
compiler/recompilation_version.m:
compiler/recompilation_usage.m:
compiler/recompilation.check.m:
compiler/recompilation.version.m:
compiler/recompilation.version.m:
	Convert the `recompilation_*' modules into sub-modules of the
	`recompilation' module.

compiler/*.m:
compiler/*.pp:
	Module-qualify the module names in `:- module', `:- import_module',
	and `:- use_module' declarations.

compiler/base_type_info.m:
compiler/base_type_layout.m:
	Deleted these unused empty modules.

compiler/prog_data.m:
compiler/globals.m:
	Move the `foreign_language' type from prog_data to globals.

compiler/mlds.m:
compiler/ml_util.m:
compiler/mlds_to_il.m:
	Import `globals', for `foreign_language'.

Mmake.common.in:
trace/Mmakefile:
runtime/Mmakefile:
	Rename the %.check.c targets as %.check_hdr.c,
	to avoid conflicts with compiler/recompilation.check.c.
2002-03-20 12:37:56 +00:00

838 lines
23 KiB
Mathematica

%-----------------------------------------------------------------------------%
% Copyright (C) 1995-2002 The University of Melbourne.
% This file may only be copied under the terms of the GNU General
% Public License - see the file COPYING in the Mercury distribution.
%-----------------------------------------------------------------------------%
%
% dupelim.m - eliminate some duplicate code sequences.
%
% Author: zs.
%
% Our algorithm has the following stages.
%
% 1. Divide the code of the procedure into basic blocks.
%
% 2. For each block, compute a standard form, which is its most general
% generalization.
%
% 3. Find out which sets of blocks have the same standard form.
%
% 4. For each set of blocks with the same standard form, find out
% which blocks are not fallen into and can thus be eliminated,
% and choose which blocks will be eliminated.
%
% 5. For each set of blocks with the same standard form, compute
% their most specific common generalization (which must exist),
% and substitute this code for the code of the copy of the block
% that step 4 has decided to keep.
%
% 6. Convert the (possibly reduced) list of basic blocks back to a
% list of instructions and substitute all references to the labels
% starting eliminated blocks to refer to their noneliminated version.
%
% Generalizing an rval, lval or instruction involves replacing field references
% with known tags with field references with unknown tags. Generalizing a block
% involves generalizing its constituent instructions, removing comments, and
% possibly adding a goto at the end to represent falling through to the next
% label. In all other ways the original and the generalized version will be
% identical.
%-----------------------------------------------------------------------------%
:- module ll_backend__dupelim.
:- interface.
:- import_module ll_backend__llds.
:- import_module list, counter.
:- pred dupelim_main(list(instruction)::in, proc_label::in,
counter::in, counter::out, list(instruction)::out) is det.
%-----------------------------------------------------------------------------%
:- implementation.
:- import_module ll_backend__basic_block, ll_backend__opt_util.
:- import_module bool, std_util, assoc_list, set, map, require.
% A std_map maps a list of standardized instructions to the list
% of labels whose basic blocks have that standardized form.
:- type std_map == map(list(instr), list(label)).
% cluster(Exemplar, OtherLabels) means that references to labels
% in OtherLabels can be replaced with references to Exemplar
% once its block has been replaced with the most specific
% generalization of the blocks started by Exemplar and OtherLabels.
% OtherLabels must be nonempty.
:- type cluster ---> cluster(label, list(label)).
dupelim_main(Instrs0, ProcLabel, C0, C, Instrs) :-
create_basic_blocks(Instrs0, Comments, ProcLabel, C0, C,
LabelSeq0, BlockMap0),
map__init(StdMap0),
set__init(Fixed0),
dupelim__build_maps(LabelSeq0, BlockMap0, StdMap0, StdMap,
Fixed0, Fixed),
map__values(StdMap, StdList),
find_clusters(StdList, Fixed, [], Clusters),
( Clusters = [] ->
% We don't want to introduce any incidental changes
% if we cannot eliminate any blocks.
Instrs = Instrs0
;
map__init(ReplMap0),
process_clusters(Clusters, LabelSeq0, LabelSeq,
BlockMap0, BlockMap, ReplMap0, ReplMap),
flatten_basic_blocks(LabelSeq, BlockMap, Instrs1),
opt_util__replace_labels_instruction_list(Instrs1,
ReplMap, yes, Instrs2),
list__append(Comments, Instrs2, Instrs)
).
%-----------------------------------------------------------------------------%
% dupelim__build_maps builds up a map mapping standardized instruction
% sequences to the label(s) that start basic blocks with that standardized
% form, and a set showing which labels are fallen into.
:- pred dupelim__build_maps(list(label)::in, block_map::in,
std_map::in, std_map::out, set(label)::in, set(label)::out) is det.
dupelim__build_maps([], _, StdMap, StdMap, Fixed, Fixed).
dupelim__build_maps([Label | Labels], BlockMap, StdMap0, StdMap,
Fixed0, Fixed) :-
map__lookup(BlockMap, Label, BlockInfo),
BlockInfo = block_info(_, _, Instrs, _, MaybeFallThrough),
standardize_instr_block(Instrs, MaybeFallThrough, StdInstrs),
( map__search(StdMap0, StdInstrs, Cluster) ->
map__det_update(StdMap0, StdInstrs, [Label | Cluster], StdMap1)
;
map__det_insert(StdMap0, StdInstrs, [Label], StdMap1)
),
( MaybeFallThrough = yes(FallIntoLabel) ->
set__insert(Fixed0, FallIntoLabel, Fixed1)
;
Fixed1 = Fixed0
),
AddPragmaReferredLabels = lambda(
[Instr::in, FoldFixed0::in, FoldFixed::out] is det, (
(
Instr = pragma_c(_, _, _,
MaybeFixedLabel, MaybeLayoutLabel,
MaybeOnlyLayoutLabel, _, _) - _
->
( MaybeFixedLabel = yes(FixedLabel) ->
set__insert(FoldFixed0, FixedLabel, FoldFixed1)
;
FoldFixed1 = FoldFixed0
),
( MaybeLayoutLabel = yes(LayoutLabel) ->
set__insert(FoldFixed1, LayoutLabel,
FoldFixed2)
;
FoldFixed2 = FoldFixed1
),
( MaybeOnlyLayoutLabel = yes(OnlyLayoutLabel) ->
set__insert(FoldFixed2, OnlyLayoutLabel,
FoldFixed)
;
FoldFixed = FoldFixed2
)
;
FoldFixed = FoldFixed0
)
)),
list__foldl(AddPragmaReferredLabels, Instrs,
Fixed1, Fixed2),
dupelim__build_maps(Labels, BlockMap, StdMap1, StdMap,
Fixed2, Fixed).
% For each set of labels that start basic blocks with identical standard forms,
% find_clusters finds out whether we can eliminate some of those blocks;
% if yes, it decides which blocks can be eliminated and which other block
% should stand in their place.
% If two or more blocks have the same standardized form, it may be possible
% to eliminate all but one of the blocks. However, blocks that can be fallen
% into cannot be eliminated. (Actually, they could, but only by inserting
% a goto, and full jumpopt would then undo the elimination of the block.)
% Similarly, blocks whose starting label is referred to by C code cannot
% be eliminated. (Actually, they could, but only by doing surgery on C code
% strings, which is not a good idea.)
:- pred find_clusters(list(list(label))::in, set(label)::in,
list(cluster)::in, list(cluster)::out) is det.
find_clusters([], _, Clusters, Clusters).
find_clusters([Labels | LabelsList], Fixed, Clusters0, Clusters) :-
(
Labels = [_, _ | _],
% The rest of the condition is relatively expensive,
% so don't do it if there aren't at least two labels
% whose blocks have the same standardized form.
IsFallenInto = lambda([Label::in] is semidet, (
set__member(Label, Fixed)
)),
list__filter(IsFallenInto, Labels,
FixedLabels, NonFixedLabels),
NonFixedLabels = [FirstNonFixed | OtherNonFixed]
->
( FixedLabels = [ChosenLabel | _] ->
Cluster = cluster(ChosenLabel, NonFixedLabels)
;
Cluster = cluster(FirstNonFixed, OtherNonFixed)
),
Clusters1 = [Cluster | Clusters0]
;
Clusters1 = Clusters0
),
find_clusters(LabelsList, Fixed, Clusters1, Clusters).
%-----------------------------------------------------------------------------%
% For each cluster, a set of blocks in which all but one are to be eliminated
% favor of the remaining one, find their most specific common generalization
% (which must exist), and substitute this code for the code of the copy of
% the block that is to be kept. Remove the eliminated labels from the
% label sequence and map them to their replacements.
:- pred process_clusters(list(cluster)::in, list(label)::in, list(label)::out,
block_map::in, block_map::out,
map(label, label)::in, map(label, label)::out) is det.
process_clusters([], LabelSeq, LabelSeq, BlockMap, BlockMap,
ReplMap, ReplMap).
process_clusters([Cluster | Clusters], LabelSeq0, LabelSeq,
BlockMap0, BlockMap, ReplMap0, ReplMap) :-
Cluster = cluster(Exemplar, ElimLabels),
map__lookup(BlockMap0, Exemplar, ExemplarInfo0),
ExemplarInfo0 = block_info(ExLabel, ExLabelInstr, ExInstrs0,
ExSideLabels, ExMaybeFallThrough),
require(unify(Exemplar, ExLabel), "exemplar label mismatch"),
process_elim_labels(ElimLabels, ExInstrs0, ExMaybeFallThrough,
LabelSeq0, LabelSeq1, BlockMap0, Exemplar, ReplMap0, ReplMap1,
UnifiedInstrs, UnifiedMaybeFallThrough),
ExemplarInfo = block_info(ExLabel, ExLabelInstr, UnifiedInstrs,
ExSideLabels, UnifiedMaybeFallThrough),
map__det_update(BlockMap0, Exemplar, ExemplarInfo, BlockMap1),
process_clusters(Clusters, LabelSeq1, LabelSeq, BlockMap1, BlockMap,
ReplMap1, ReplMap).
% Given the current form of a basic block (instructions and fallthrough),
% compute its most specific generalization with the basic blocks headed
% by the given labels, whose basic blocks are to be eliminated.
%
% On the same traversal of the list of to-be-eliminated labels, remove each
% such label from the sequence of labels whose basic blocks will make up
% the final code of the procedure, and add the mapping of the eliminated
% label to the replacement (exemplar) label to the set of substitutions
% that will need to be done.
:- pred process_elim_labels(list(label)::in, list(instruction)::in,
maybe(label)::in, list(label)::in, list(label)::out, block_map::in,
label::in, map(label, label)::in, map(label, label)::out,
list(instruction)::out, maybe(label)::out) is det.
process_elim_labels([], Instrs, MaybeFT, LabelSeq, LabelSeq, _,
_, ReplMap, ReplMap, Instrs, MaybeFT).
process_elim_labels([ElimLabel | ElimLabels], Instrs0, MaybeFallThrough0,
LabelSeq0, LabelSeq, BlockMap, Exemplar, ReplMap0, ReplMap,
Instrs, MaybeFallThrough) :-
map__lookup(BlockMap, ElimLabel, ElimLabelInfo),
ElimLabelInfo = block_info(ElimLabel2, _, ElimInstrs,
_, ElimMaybeFallThrough),
require(unify(ElimLabel, ElimLabel2), "elim label mismatch"),
(
most_specific_block(Instrs0, MaybeFallThrough0,
ElimInstrs, ElimMaybeFallThrough,
Instrs1, MaybeFallThrough1)
->
list__delete_all(LabelSeq0, ElimLabel, LabelSeq1),
map__det_insert(ReplMap0, ElimLabel, Exemplar, ReplMap1),
process_elim_labels(ElimLabels, Instrs1, MaybeFallThrough1,
LabelSeq1, LabelSeq, BlockMap,
Exemplar, ReplMap1, ReplMap, Instrs, MaybeFallThrough)
;
error("blocks with same standard form don't antiunify")
).
%-----------------------------------------------------------------------------%
%-----------------------------------------------------------------------------%
% The code of this section is concerned with computing the standard
% form (most general generalization) of a sequence of instructions.
% If a block can fall through, we add a goto to the following label
% at the end. This way, it will match with other blocks that have
% identical (standardized) content except for an explicit goto to our
% fallthrough label.
:- pred standardize_instr_block(list(instruction)::in, maybe(label)::in,
list(instr)::out) is det.
standardize_instr_block(Instrs0, MaybeFallThrough, Uinstrs) :-
standardize_instrs(Instrs0, Uinstrs1),
(
MaybeFallThrough = yes(Label),
Goto = goto(label(Label)),
list__append(Uinstrs1, [Goto], Uinstrs)
;
MaybeFallThrough = no,
Uinstrs = Uinstrs1
).
% Compute the standard form of a sequence of instructions.
:- pred standardize_instrs(list(instruction)::in, list(instr)::out) is det.
standardize_instrs([], []).
standardize_instrs([Instr - _ | Instrs], StdInstrs) :-
standardize_instrs(Instrs, StdInstrs1),
standardize_instr(Instr, StdInstr),
( StdInstr = comment(_) ->
StdInstrs = StdInstrs1
;
StdInstrs = [StdInstr | StdInstrs1]
).
% Compute the standard form of an instruction.
:- pred standardize_instr(instr::in, instr::out) is det.
standardize_instr(Instr1, Instr) :-
(
Instr1 = comment(_),
Instr = Instr1
;
Instr1 = livevals(_),
Instr = Instr1
;
Instr1 = block(_, _, _),
Instr = Instr1
;
Instr1 = assign(Lval1, Rval1),
standardize_lval(Lval1, Lval),
standardize_rval(Rval1, Rval),
Instr = assign(Lval, Rval)
;
Instr1 = call(_, _, _, _, _, _),
Instr = Instr1
;
Instr1 = mkframe(_, _),
Instr = Instr1
;
Instr1 = label(_),
Instr = Instr1
;
Instr1 = goto(_),
Instr = Instr1
;
Instr1 = computed_goto(_, _),
Instr = Instr1
;
Instr1 = c_code(_, _),
Instr = Instr1
;
Instr1 = if_val(Rval1, CodeAddr),
standardize_rval(Rval1, Rval),
Instr = if_val(Rval, CodeAddr)
;
Instr1 = incr_hp(Lval1, MaybeTag, Rval1, Msg),
standardize_lval(Lval1, Lval),
standardize_rval(Rval1, Rval),
Instr = incr_hp(Lval, MaybeTag, Rval, Msg)
;
Instr1 = mark_hp(Lval1),
standardize_lval(Lval1, Lval),
Instr = mark_hp(Lval)
;
Instr1 = restore_hp(Rval1),
standardize_rval(Rval1, Rval),
Instr = restore_hp(Rval)
;
Instr1 = free_heap(Rval1),
standardize_rval(Rval1, Rval),
Instr = free_heap(Rval)
;
Instr1 = store_ticket(Lval1),
standardize_lval(Lval1, Lval),
Instr = store_ticket(Lval)
;
Instr1 = reset_ticket(Rval1, Reason),
standardize_rval(Rval1, Rval),
Instr = reset_ticket(Rval, Reason)
;
Instr1 = discard_ticket,
Instr = Instr1
;
Instr1 = prune_ticket,
Instr = Instr1
;
Instr1 = mark_ticket_stack(Lval1),
standardize_lval(Lval1, Lval),
Instr = mark_ticket_stack(Lval)
;
Instr1 = prune_tickets_to(Rval1),
standardize_rval(Rval1, Rval),
Instr = prune_tickets_to(Rval)
;
Instr1 = incr_sp(_, _),
Instr = Instr1
;
Instr1 = decr_sp(_),
Instr = Instr1
;
Instr1 = fork(_, _, _),
Instr = Instr1
;
Instr1 = init_sync_term(Lval1, N),
standardize_lval(Lval1, Lval),
Instr = init_sync_term(Lval, N)
;
Instr1 = join_and_terminate(Lval1),
standardize_lval(Lval1, Lval),
Instr = join_and_terminate(Lval)
;
Instr1 = join_and_continue(Lval1, N),
standardize_lval(Lval1, Lval),
Instr = join_and_continue(Lval, N)
;
Instr1 = pragma_c(_, _, _, _, _, _, _, _),
Instr = Instr1
).
% Compute the standard form of an lval.
:- pred standardize_lval(lval::in, lval::out) is det.
standardize_lval(Lval1, Lval) :-
(
Lval1 = reg(_, _),
Lval = Lval1
;
Lval1 = succip,
Lval = Lval1
;
Lval1 = maxfr,
Lval = Lval1
;
Lval1 = curfr,
Lval = Lval1
;
Lval1 = hp,
Lval = Lval1
;
Lval1 = sp,
Lval = Lval1
;
Lval1 = temp(_, _),
Lval = Lval1
;
Lval1 = stackvar(_),
Lval = Lval1
;
Lval1 = framevar(_),
Lval = Lval1
;
Lval1 = succip(_),
Lval = Lval1
;
Lval1 = redoip(_),
Lval = Lval1
;
Lval1 = succfr(_),
Lval = Lval1
;
Lval1 = redofr(_),
Lval = Lval1
;
Lval1 = prevfr(_),
Lval = Lval1
;
Lval1 = field(_, Addr, FieldNum),
Lval = field(no, Addr, FieldNum)
;
Lval1 = mem_ref(_),
Lval = Lval1
;
Lval1 = lvar(_),
error("lvar in standardize_lval")
).
% Compute the standard form of an rval.
:- pred standardize_rval(rval::in, rval::out) is det.
standardize_rval(Rval1, Rval) :-
(
Rval1 = lval(Lval1),
standardize_lval(Lval1, Lval),
Rval = lval(Lval)
;
Rval1 = var(_),
error("var in standardize_rval")
;
Rval1 = create(_, _, _, _, _, _, _),
Rval = Rval1
;
Rval1 = mkword(_, _),
Rval = Rval1
;
Rval1 = const(_),
Rval = Rval1
;
Rval1 = unop(Unop, Rval1L),
standardize_rval(Rval1L, RvalL),
Rval = unop(Unop, RvalL)
;
Rval1 = binop(Binnop, Rval1L, Rval1R),
standardize_rval(Rval1L, RvalL),
standardize_rval(Rval1R, RvalR),
Rval = binop(Binnop, RvalL, RvalR)
;
Rval1 = mem_addr(_),
Rval = Rval1
).
%-----------------------------------------------------------------------------%
%-----------------------------------------------------------------------------%
% This predicate computes the most specific code sequence that
% generalizes both input sequences.
% If a block can fall through, we add a goto to the following label
% at the end. This way, it will match with other blocks that have
% identical (standardized) content except for an explicit goto to our
% fallthrough label.
:- pred standardize_block(list(instruction)::in, maybe(label)::in,
list(instruction)::out) is det.
standardize_block(Instrs, MaybeFallThrough, StdInstrs) :-
(
MaybeFallThrough = yes(Label),
(
list__last(Instrs, LastInstr),
LastInstr = goto(label(Label)) - _
->
StdInstrs = Instrs
;
Goto = goto(label(Label)) - "",
list__append(Instrs, [Goto], StdInstrs)
)
;
MaybeFallThrough = no,
StdInstrs = Instrs
).
:- pred most_specific_block(list(instruction)::in, maybe(label)::in,
list(instruction)::in, maybe(label)::in,
list(instruction)::out, maybe(label)::out) is semidet.
most_specific_block(Instrs1, MaybeFallThrough1,
Instrs2, MaybeFallThrough2, Instrs, MaybeFallThrough) :-
standardize_block(Instrs1, MaybeFallThrough1, StdInstrs1),
standardize_block(Instrs2, MaybeFallThrough2, StdInstrs2),
most_specific_instrs(StdInstrs1, StdInstrs2, Instrs),
% A basic block cannot be empty after standardization, since
% standardization adds a goto to basic blocks that previously
% had no executable instructions. While most_specific_instrs
% can delete comments from its input instruction sequences,
% it cannot delete executable instructions.
list__last_det(Instrs, LastInstr),
( LastInstr = goto(label(Label)) - _ ->
MaybeFallThrough = yes(Label)
;
MaybeFallThrough = no
).
:- pred most_specific_instrs(list(instruction)::in, list(instruction)::in,
list(instruction)::out) is semidet.
most_specific_instrs(Instrs1, Instrs2, Instrs) :-
(
Instrs1 = [Instr1 | Tail1],
Instrs2 = [Instr2 | Tail2]
->
Instr1 = Uinstr1 - Comment1,
Instr2 = Uinstr2 - Comment2,
(
most_specific_instr(Uinstr1, Uinstr2, Uinstr)
->
( Comment1 = Comment2 ->
Comment = Comment1
;
Comment = "unified intruction"
),
Instr = Uinstr - Comment,
most_specific_instrs(Tail1, Tail2, Tail),
Instrs = [Instr | Tail]
;
Uinstr1 = comment(_)
->
most_specific_instrs(Tail1, Instrs2, Instrs)
;
Uinstr2 = comment(_)
->
most_specific_instrs(Instrs1, Tail2, Instrs)
;
fail
)
;
Instrs1 = [],
Instrs2 = []
->
Instrs = []
;
Instrs1 = [Instr1 | Tail1],
Instr1 = comment(_) - _
->
most_specific_instrs(Tail1, Instrs2, Instrs)
;
Instrs2 = [Instr2 | Tail2],
Instr2 = comment(_) - _
->
most_specific_instrs(Instrs1, Tail2, Instrs)
;
fail
).
% This predicate computes the most specific instruction that
% generalizes both input instructions.
:- pred most_specific_instr(instr::in, instr::in, instr::out) is semidet.
most_specific_instr(Instr1, Instr2, Instr) :-
(
Instr1 = livevals(_),
Instr2 = Instr1,
Instr = Instr1
;
Instr1 = block(_, _, _),
Instr2 = Instr1,
Instr = Instr1
;
Instr1 = assign(Lval1, Rval1),
Instr2 = assign(Lval2, Rval2),
most_specific_lval(Lval1, Lval2, Lval),
most_specific_rval(Rval1, Rval2, Rval),
Instr = assign(Lval, Rval)
;
Instr1 = call(_, _, _, _, _, _),
Instr2 = Instr1,
Instr = Instr1
;
Instr1 = mkframe(_, _),
Instr2 = Instr1,
Instr = Instr1
;
Instr1 = label(_),
Instr2 = Instr1,
Instr = Instr1
;
Instr1 = goto(_),
Instr2 = Instr1,
Instr = Instr1
;
Instr1 = computed_goto(_, _),
Instr2 = Instr1,
Instr = Instr1
;
Instr1 = c_code(_, _),
Instr2 = Instr1,
Instr = Instr1
;
Instr1 = if_val(Rval1, CodeAddr),
Instr2 = if_val(Rval2, CodeAddr),
most_specific_rval(Rval1, Rval2, Rval),
Instr = if_val(Rval, CodeAddr)
;
Instr1 = incr_hp(Lval1, MaybeTag, Rval1, Msg),
Instr2 = incr_hp(Lval2, MaybeTag, Rval2, Msg),
most_specific_lval(Lval1, Lval2, Lval),
most_specific_rval(Rval1, Rval2, Rval),
Instr = incr_hp(Lval, MaybeTag, Rval, Msg)
;
Instr1 = mark_hp(Lval1),
Instr2 = mark_hp(Lval2),
most_specific_lval(Lval1, Lval2, Lval),
Instr = mark_hp(Lval)
;
Instr1 = restore_hp(Rval1),
Instr2 = restore_hp(Rval2),
most_specific_rval(Rval1, Rval2, Rval),
Instr = restore_hp(Rval)
;
Instr1 = free_heap(Rval1),
Instr2 = free_heap(Rval2),
most_specific_rval(Rval1, Rval2, Rval),
Instr = free_heap(Rval)
;
Instr1 = store_ticket(Lval1),
Instr2 = store_ticket(Lval2),
most_specific_lval(Lval1, Lval2, Lval),
Instr = store_ticket(Lval)
;
Instr1 = reset_ticket(Rval1, Reason),
Instr2 = reset_ticket(Rval2, Reason),
most_specific_rval(Rval1, Rval2, Rval),
Instr = reset_ticket(Rval, Reason)
;
Instr1 = discard_ticket,
Instr2 = Instr1,
Instr = Instr1
;
Instr1 = prune_ticket,
Instr2 = Instr1,
Instr = Instr1
;
Instr1 = mark_ticket_stack(Lval1),
Instr2 = mark_ticket_stack(Lval2),
most_specific_lval(Lval1, Lval2, Lval),
Instr = mark_ticket_stack(Lval)
;
Instr1 = prune_tickets_to(Rval1),
Instr2 = prune_tickets_to(Rval2),
most_specific_rval(Rval1, Rval2, Rval),
Instr = prune_tickets_to(Rval)
;
Instr1 = incr_sp(_, _),
Instr2 = Instr1,
Instr = Instr1
;
Instr1 = decr_sp(_),
Instr2 = Instr1,
Instr = Instr1
;
Instr1 = pragma_c(_, _, _, _, _, _, _, _),
Instr2 = Instr1,
Instr = Instr1
).
% This predicate computes the most specific lval that
% generalizes both input lvals.
:- pred most_specific_lval(lval::in, lval::in, lval::out) is semidet.
most_specific_lval(Lval1, Lval2, Lval) :-
(
Lval1 = reg(_, _),
Lval2 = Lval1,
Lval = Lval1
;
Lval1 = succip,
Lval2 = Lval1,
Lval = Lval1
;
Lval1 = maxfr,
Lval2 = Lval1,
Lval = Lval1
;
Lval1 = curfr,
Lval2 = Lval1,
Lval = Lval1
;
Lval1 = hp,
Lval2 = Lval1,
Lval = Lval1
;
Lval1 = sp,
Lval2 = Lval1,
Lval = Lval1
;
Lval1 = temp(_, _),
Lval2 = Lval1,
Lval = Lval1
;
Lval1 = stackvar(_),
Lval2 = Lval1,
Lval = Lval1
;
Lval1 = framevar(_),
Lval2 = Lval1,
Lval = Lval1
;
Lval1 = succip(_),
Lval2 = Lval1,
Lval = Lval1
;
Lval1 = redoip(_),
Lval2 = Lval1,
Lval = Lval1
;
Lval1 = redofr(_),
Lval2 = Lval1,
Lval = Lval1
;
Lval1 = succfr(_),
Lval2 = Lval1,
Lval = Lval1
;
Lval1 = prevfr(_),
Lval2 = Lval1,
Lval = Lval1
;
Lval1 = field(MaybeTag1, Addr, FieldNum),
Lval2 = field(MaybeTag2, Addr, FieldNum),
( MaybeTag1 = MaybeTag2 ->
MaybeTag = MaybeTag1
;
MaybeTag = no
),
Lval = field(MaybeTag, Addr, FieldNum)
;
Lval1 = mem_ref(_),
Lval2 = Lval1,
Lval = Lval1
;
Lval1 = lvar(_),
error("lvar in most_specific_lval")
).
% This predicate computes the most specific rval that
% generalizes both input rvals.
:- pred most_specific_rval(rval::in, rval::in, rval::out) is semidet.
most_specific_rval(Rval1, Rval2, Rval) :-
(
Rval1 = lval(Lval1),
Rval2 = lval(Lval2),
most_specific_lval(Lval1, Lval2, Lval),
Rval = lval(Lval)
;
Rval1 = var(_),
error("var in most_specific_rval")
;
Rval1 = create(_, _, _, _, _, _, _),
Rval2 = Rval1,
Rval = Rval1
;
Rval1 = mkword(_, _),
Rval2 = Rval1,
Rval = Rval1
;
Rval1 = const(_),
Rval2 = Rval1,
Rval = Rval1
;
Rval1 = unop(Unop, Rval1L),
Rval2 = unop(Unop, Rval2L),
most_specific_rval(Rval1L, Rval2L, RvalL),
Rval = unop(Unop, RvalL)
;
Rval1 = binop(Binnop, Rval1L, Rval1R),
Rval2 = binop(Binnop, Rval2L, Rval2R),
most_specific_rval(Rval1L, Rval2L, RvalL),
most_specific_rval(Rval1R, Rval2R, RvalR),
Rval = binop(Binnop, RvalL, RvalR)
;
Rval1 = mem_addr(_),
Rval2 = Rval1,
Rval = Rval1
).
%-----------------------------------------------------------------------------%
%-----------------------------------------------------------------------------%