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/* Straight-line strength reduction.
Copyright (C) 2012 Free Software Foundation, Inc.
Contributed by Bill Schmidt, IBM <wschmidt@linux.ibm.com>
This file is part of GCC.
GCC is free software; you can redistribute it and/or modify it under
the terms of the GNU General Public License as published by the Free
Software Foundation; either version 3, or (at your option) any later
version.
GCC is distributed in the hope that it will be useful, but WITHOUT ANY
WARRANTY; without even the implied warranty of MERCHANTABILITY or
FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License
for more details.
You should have received a copy of the GNU General Public License
along with GCC; see the file COPYING3. If not see
<http://www.gnu.org/licenses/>. */
/* There are many algorithms for performing strength reduction on
loops. This is not one of them. IVOPTS handles strength reduction
of induction variables just fine. This pass is intended to pick
up the crumbs it leaves behind, by considering opportunities for
strength reduction along dominator paths.
Strength reduction will be implemented in four stages, gradually
adding more complex candidates:
1) Explicit multiplies, known constant multipliers, no
conditional increments. (complete)
2) Explicit multiplies, unknown constant multipliers,
no conditional increments. (data gathering complete,
replacements pending)
3) Implicit multiplies in addressing expressions. (pending)
4) Explicit multiplies, conditional increments. (pending)
It would also be possible to apply strength reduction to divisions
and modulos, but such opportunities are relatively uncommon.
Strength reduction is also currently restricted to integer operations.
If desired, it could be extended to floating-point operations under
control of something like -funsafe-math-optimizations. */
#include "config.h"
#include "system.h"
#include "coretypes.h"
#include "tree.h"
#include "gimple.h"
#include "basic-block.h"
#include "tree-pass.h"
#include "cfgloop.h"
#include "gimple-pretty-print.h"
#include "tree-flow.h"
#include "domwalk.h"
#include "pointer-set.h"
/* Information about a strength reduction candidate. Each statement
in the candidate table represents an expression of one of the
following forms (the special case of CAND_REF will be described
later):
(CAND_MULT) S1: X = (B + i) * S
(CAND_ADD) S1: X = B + (i * S)
Here X and B are SSA names, i is an integer constant, and S is
either an SSA name or a constant. We call B the "base," i the
"index", and S the "stride."
Any statement S0 that dominates S1 and is of the form:
(CAND_MULT) S0: Y = (B + i') * S
(CAND_ADD) S0: Y = B + (i' * S)
is called a "basis" for S1. In both cases, S1 may be replaced by
S1': X = Y + (i - i') * S,
where (i - i') * S is folded to the extent possible.
All gimple statements are visited in dominator order, and each
statement that may contribute to one of the forms of S1 above is
given at least one entry in the candidate table. Such statements
include addition, pointer addition, subtraction, multiplication,
negation, copies, and nontrivial type casts. If a statement may
represent more than one expression of the forms of S1 above,
multiple "interpretations" are stored in the table and chained
together. Examples:
* An add of two SSA names may treat either operand as the base.
* A multiply of two SSA names, likewise.
* A copy or cast may be thought of as either a CAND_MULT with
i = 0 and S = 1, or as a CAND_ADD with i = 0 or S = 0.
Candidate records are allocated from an obstack. They are addressed
both from a hash table keyed on S1, and from a vector of candidate
pointers arranged in predominator order.
Opportunity note
----------------
Currently we don't recognize:
S0: Y = (S * i') - B
S1: X = (S * i) - B
as a strength reduction opportunity, even though this S1 would
also be replaceable by the S1' above. This can be added if it
comes up in practice. */
/* Index into the candidate vector, offset by 1. VECs are zero-based,
while cand_idx's are one-based, with zero indicating null. */
typedef unsigned cand_idx;
/* The kind of candidate. */
enum cand_kind
{
CAND_MULT,
CAND_ADD
};
struct slsr_cand_d
{
/* The candidate statement S1. */
gimple cand_stmt;
/* The base SSA name B. */
tree base_name;
/* The stride S. */
tree stride;
/* The index constant i. */
double_int index;
/* The type of the candidate. This is normally the type of base_name,
but casts may have occurred when combining feeding instructions.
A candidate can only be a basis for candidates of the same final type. */
tree cand_type;
/* The kind of candidate (CAND_MULT, etc.). */
enum cand_kind kind;
/* Index of this candidate in the candidate vector. */
cand_idx cand_num;
/* Index of the next candidate record for the same statement.
A statement may be useful in more than one way (e.g., due to
commutativity). So we can have multiple "interpretations"
of a statement. */
cand_idx next_interp;
/* Index of the basis statement S0, if any, in the candidate vector. */
cand_idx basis;
/* First candidate for which this candidate is a basis, if one exists. */
cand_idx dependent;
/* Next candidate having the same basis as this one. */
cand_idx sibling;
/* If this is a conditional candidate, the defining PHI statement
for the base SSA name B. For future use; always NULL for now. */
gimple def_phi;
/* Savings that can be expected from eliminating dead code if this
candidate is replaced. */
int dead_savings;
};
typedef struct slsr_cand_d slsr_cand, *slsr_cand_t;
typedef const struct slsr_cand_d *const_slsr_cand_t;
/* Pointers to candidates are chained together as part of a mapping
from SSA names to the candidates that use them as a base name. */
struct cand_chain_d
{
/* SSA name that serves as a base name for the chain of candidates. */
tree base_name;
/* Pointer to a candidate. */
slsr_cand_t cand;
/* Chain pointer. */
struct cand_chain_d *next;
};
typedef struct cand_chain_d cand_chain, *cand_chain_t;
typedef const struct cand_chain_d *const_cand_chain_t;
/* Candidates are maintained in a vector. If candidate X dominates
candidate Y, then X appears before Y in the vector; but the
converse does not necessarily hold. */
DEF_VEC_P (slsr_cand_t);
DEF_VEC_ALLOC_P (slsr_cand_t, heap);
static VEC (slsr_cand_t, heap) *cand_vec;
enum cost_consts
{
COST_NEUTRAL = 0,
COST_INFINITE = 1000
};
/* Pointer map embodying a mapping from statements to candidates. */
static struct pointer_map_t *stmt_cand_map;
/* Obstack for candidates. */
static struct obstack cand_obstack;
/* Array mapping from base SSA names to chains of candidates. */
static cand_chain_t *base_cand_map;
/* Obstack for candidate chains. */
static struct obstack chain_obstack;
/* Produce a pointer to the IDX'th candidate in the candidate vector. */
static slsr_cand_t
lookup_cand (cand_idx idx)
{
return VEC_index (slsr_cand_t, cand_vec, idx - 1);
}
/* Use the base name from candidate C to look for possible candidates
that can serve as a basis for C. Each potential basis must also
appear in a block that dominates the candidate statement and have
the same stride and type. If more than one possible basis exists,
the one with highest index in the vector is chosen; this will be
the most immediately dominating basis. */
static int
find_basis_for_candidate (slsr_cand_t c)
{
cand_chain_t chain;
slsr_cand_t basis = NULL;
gcc_assert (TREE_CODE (c->base_name) == SSA_NAME);
chain = base_cand_map[SSA_NAME_VERSION (c->base_name)];
for (; chain; chain = chain->next)
{
slsr_cand_t one_basis = chain->cand;
if (one_basis->kind != c->kind
|| !operand_equal_p (one_basis->stride, c->stride, 0)
|| !types_compatible_p (one_basis->cand_type, c->cand_type)
|| !dominated_by_p (CDI_DOMINATORS,
gimple_bb (c->cand_stmt),
gimple_bb (one_basis->cand_stmt)))
continue;
if (!basis || basis->cand_num < one_basis->cand_num)
basis = one_basis;
}
if (basis)
{
c->sibling = basis->dependent;
basis->dependent = c->cand_num;
return basis->cand_num;
}
return 0;
}
/* Record a mapping from the base name of C to C itself, indicating that
C may potentially serve as a basis using that base name. */
static void
record_potential_basis (slsr_cand_t c)
{
cand_chain_t node, head;
int index;
node = (cand_chain_t) obstack_alloc (&chain_obstack, sizeof (cand_chain));
node->base_name = c->base_name;
node->cand = c;
node->next = NULL;
index = SSA_NAME_VERSION (c->base_name);
head = base_cand_map[index];
if (head)
{
node->next = head->next;
head->next = node;
}
else
base_cand_map[index] = node;
}
/* Allocate storage for a new candidate and initialize its fields.
Attempt to find a basis for the candidate. */
static slsr_cand_t
alloc_cand_and_find_basis (enum cand_kind kind, gimple gs, tree base,
double_int index, tree stride, tree ctype,
unsigned savings)
{
slsr_cand_t c = (slsr_cand_t) obstack_alloc (&cand_obstack,
sizeof (slsr_cand));
c->cand_stmt = gs;
c->base_name = base;
c->stride = stride;
c->index = index;
c->cand_type = ctype;
c->kind = kind;
c->cand_num = VEC_length (slsr_cand_t, cand_vec) + 1;
c->next_interp = 0;
c->dependent = 0;
c->sibling = 0;
c->def_phi = NULL;
c->dead_savings = savings;
VEC_safe_push (slsr_cand_t, heap, cand_vec, c);
c->basis = find_basis_for_candidate (c);
record_potential_basis (c);
return c;
}
/* Determine the target cost of statement GS when compiling according
to SPEED. */
static int
stmt_cost (gimple gs, bool speed)
{
tree lhs, rhs1, rhs2;
enum machine_mode lhs_mode;
gcc_assert (is_gimple_assign (gs));
lhs = gimple_assign_lhs (gs);
rhs1 = gimple_assign_rhs1 (gs);
lhs_mode = TYPE_MODE (TREE_TYPE (lhs));
switch (gimple_assign_rhs_code (gs))
{
case MULT_EXPR:
rhs2 = gimple_assign_rhs2 (gs);
if (host_integerp (rhs2, 0))
return multiply_by_const_cost (TREE_INT_CST_LOW (rhs2), lhs_mode,
speed);
gcc_assert (TREE_CODE (rhs1) != INTEGER_CST);
return multiply_regs_cost (TYPE_MODE (TREE_TYPE (lhs)), speed);
case PLUS_EXPR:
case POINTER_PLUS_EXPR:
case MINUS_EXPR:
rhs2 = gimple_assign_rhs2 (gs);
if (host_integerp (rhs2, 0))
return add_const_cost (TYPE_MODE (TREE_TYPE (rhs1)), speed);
gcc_assert (TREE_CODE (rhs1) != INTEGER_CST);
return add_regs_cost (lhs_mode, speed);
case NEGATE_EXPR:
return negate_reg_cost (lhs_mode, speed);
case NOP_EXPR:
return extend_or_trunc_reg_cost (TREE_TYPE (lhs), TREE_TYPE (rhs1),
speed);
/* Note that we don't assign costs to copies that in most cases
will go away. */
default:
;
}
gcc_unreachable ();
return 0;
}
/* Look up the defining statement for BASE_IN and return a pointer
to its candidate in the candidate table, if any; otherwise NULL.
Only CAND_ADD and CAND_MULT candidates are returned. */
static slsr_cand_t
base_cand_from_table (tree base_in)
{
slsr_cand_t *result;
gimple def = SSA_NAME_DEF_STMT (base_in);
if (!def)
return (slsr_cand_t) NULL;
result = (slsr_cand_t *) pointer_map_contains (stmt_cand_map, def);
if (!result)
return (slsr_cand_t) NULL;
return *result;
}
/* Add an entry to the statement-to-candidate mapping. */
static void
add_cand_for_stmt (gimple gs, slsr_cand_t c)
{
void **slot = pointer_map_insert (stmt_cand_map, gs);
gcc_assert (!*slot);
*slot = c;
}
/* Create a candidate entry for a statement GS, where GS multiplies
two SSA names BASE_IN and STRIDE_IN. Propagate any known information
about the two SSA names into the new candidate. Return the new
candidate. */
static slsr_cand_t
create_mul_ssa_cand (gimple gs, tree base_in, tree stride_in, bool speed)
{
tree base = NULL_TREE, stride = NULL_TREE, ctype = NULL_TREE;
double_int index;
unsigned savings = 0;
slsr_cand_t c;
slsr_cand_t base_cand = base_cand_from_table (base_in);
/* Look at all interpretations of the base candidate, if necessary,
to find information to propagate into this candidate. */
while (base_cand && !base)
{
if (base_cand->kind == CAND_MULT
&& operand_equal_p (base_cand->stride, integer_one_node, 0))
{
/* Y = (B + i') * 1
X = Y * Z
================
X = (B + i') * Z */
base = base_cand->base_name;
index = base_cand->index;
stride = stride_in;
ctype = base_cand->cand_type;
if (has_single_use (base_in))
savings = (base_cand->dead_savings
+ stmt_cost (base_cand->cand_stmt, speed));
}
else if (base_cand->kind == CAND_ADD
&& TREE_CODE (base_cand->stride) == INTEGER_CST)
{
/* Y = B + (i' * S), S constant
X = Y * Z
============================
X = B + ((i' * S) * Z) */
base = base_cand->base_name;
index = double_int_mul (base_cand->index,
tree_to_double_int (base_cand->stride));
stride = stride_in;
ctype = base_cand->cand_type;
if (has_single_use (base_in))
savings = (base_cand->dead_savings
+ stmt_cost (base_cand->cand_stmt, speed));
}
if (base_cand->next_interp)
base_cand = lookup_cand (base_cand->next_interp);
else
base_cand = NULL;
}
if (!base)
{
/* No interpretations had anything useful to propagate, so
produce X = (Y + 0) * Z. */
base = base_in;
index = double_int_zero;
stride = stride_in;
ctype = TREE_TYPE (SSA_NAME_VAR (base_in));
}
c = alloc_cand_and_find_basis (CAND_MULT, gs, base, index, stride,
ctype, savings);
return c;
}
/* Create a candidate entry for a statement GS, where GS multiplies
SSA name BASE_IN by constant STRIDE_IN. Propagate any known
information about BASE_IN into the new candidate. Return the new
candidate. */
static slsr_cand_t
create_mul_imm_cand (gimple gs, tree base_in, tree stride_in, bool speed)
{
tree base = NULL_TREE, stride = NULL_TREE, ctype = NULL_TREE;
double_int index, temp;
unsigned savings = 0;
slsr_cand_t c;
slsr_cand_t base_cand = base_cand_from_table (base_in);
/* Look at all interpretations of the base candidate, if necessary,
to find information to propagate into this candidate. */
while (base_cand && !base)
{
if (base_cand->kind == CAND_MULT
&& TREE_CODE (base_cand->stride) == INTEGER_CST)
{
/* Y = (B + i') * S, S constant
X = Y * c
============================
X = (B + i') * (S * c) */
base = base_cand->base_name;
index = base_cand->index;
temp = double_int_mul (tree_to_double_int (base_cand->stride),
tree_to_double_int (stride_in));
stride = double_int_to_tree (TREE_TYPE (stride_in), temp);
ctype = base_cand->cand_type;
if (has_single_use (base_in))
savings = (base_cand->dead_savings
+ stmt_cost (base_cand->cand_stmt, speed));
}
else if (base_cand->kind == CAND_ADD
&& operand_equal_p (base_cand->stride, integer_one_node, 0))
{
/* Y = B + (i' * 1)
X = Y * c
===========================
X = (B + i') * c */
base = base_cand->base_name;
index = base_cand->index;
stride = stride_in;
ctype = base_cand->cand_type;
if (has_single_use (base_in))
savings = (base_cand->dead_savings
+ stmt_cost (base_cand->cand_stmt, speed));
}
else if (base_cand->kind == CAND_ADD
&& double_int_one_p (base_cand->index)
&& TREE_CODE (base_cand->stride) == INTEGER_CST)
{
/* Y = B + (1 * S), S constant
X = Y * c
===========================
X = (B + S) * c */
base = base_cand->base_name;
index = tree_to_double_int (base_cand->stride);
stride = stride_in;
ctype = base_cand->cand_type;
if (has_single_use (base_in))
savings = (base_cand->dead_savings
+ stmt_cost (base_cand->cand_stmt, speed));
}
if (base_cand->next_interp)
base_cand = lookup_cand (base_cand->next_interp);
else
base_cand = NULL;
}
if (!base)
{
/* No interpretations had anything useful to propagate, so
produce X = (Y + 0) * c. */
base = base_in;
index = double_int_zero;
stride = stride_in;
ctype = TREE_TYPE (SSA_NAME_VAR (base_in));
}
c = alloc_cand_and_find_basis (CAND_MULT, gs, base, index, stride,
ctype, savings);
return c;
}
/* Given GS which is a multiply of scalar integers, make an appropriate
entry in the candidate table. If this is a multiply of two SSA names,
create two CAND_MULT interpretations and attempt to find a basis for
each of them. Otherwise, create a single CAND_MULT and attempt to
find a basis. */
static void
slsr_process_mul (gimple gs, tree rhs1, tree rhs2, bool speed)
{
slsr_cand_t c, c2;
/* If this is a multiply of an SSA name with itself, it is highly
unlikely that we will get a strength reduction opportunity, so
don't record it as a candidate. This simplifies the logic for
finding a basis, so if this is removed that must be considered. */
if (rhs1 == rhs2)
return;
if (TREE_CODE (rhs2) == SSA_NAME)
{
/* Record an interpretation of this statement in the candidate table
assuming RHS1 is the base name and RHS2 is the stride. */
c = create_mul_ssa_cand (gs, rhs1, rhs2, speed);
/* Add the first interpretation to the statement-candidate mapping. */
add_cand_for_stmt (gs, c);
/* Record another interpretation of this statement assuming RHS1
is the stride and RHS2 is the base name. */
c2 = create_mul_ssa_cand (gs, rhs2, rhs1, speed);
c->next_interp = c2->cand_num;
}
else
{
/* Record an interpretation for the multiply-immediate. */
c = create_mul_imm_cand (gs, rhs1, rhs2, speed);
/* Add the interpretation to the statement-candidate mapping. */
add_cand_for_stmt (gs, c);
}
}
/* Create a candidate entry for a statement GS, where GS adds two
SSA names BASE_IN and ADDEND_IN if SUBTRACT_P is false, and
subtracts ADDEND_IN from BASE_IN otherwise. Propagate any known
information about the two SSA names into the new candidate.
Return the new candidate. */
static slsr_cand_t
create_add_ssa_cand (gimple gs, tree base_in, tree addend_in,
bool subtract_p, bool speed)
{
tree base = NULL_TREE, stride = NULL_TREE, ctype = NULL;
double_int index;
unsigned savings = 0;
slsr_cand_t c;
slsr_cand_t base_cand = base_cand_from_table (base_in);
slsr_cand_t addend_cand = base_cand_from_table (addend_in);
/* The most useful transformation is a multiply-immediate feeding
an add or subtract. Look for that first. */
while (addend_cand && !base)
{
if (addend_cand->kind == CAND_MULT
&& double_int_zero_p (addend_cand->index)
&& TREE_CODE (addend_cand->stride) == INTEGER_CST)
{
/* Z = (B + 0) * S, S constant
X = Y +/- Z
===========================
X = Y + ((+/-1 * S) * B) */
base = base_in;
index = tree_to_double_int (addend_cand->stride);
if (subtract_p)
index = double_int_neg (index);
stride = addend_cand->base_name;
ctype = TREE_TYPE (SSA_NAME_VAR (base_in));
if (has_single_use (addend_in))
savings = (addend_cand->dead_savings
+ stmt_cost (addend_cand->cand_stmt, speed));
}
if (addend_cand->next_interp)
addend_cand = lookup_cand (addend_cand->next_interp);
else
addend_cand = NULL;
}
while (base_cand && !base)
{
if (base_cand->kind == CAND_ADD
&& (double_int_zero_p (base_cand->index)
|| operand_equal_p (base_cand->stride,
integer_zero_node, 0)))
{
/* Y = B + (i' * S), i' * S = 0
X = Y +/- Z
============================
X = B + (+/-1 * Z) */
base = base_cand->base_name;
index = subtract_p ? double_int_minus_one : double_int_one;
stride = addend_in;
ctype = base_cand->cand_type;
if (has_single_use (base_in))
savings = (base_cand->dead_savings
+ stmt_cost (base_cand->cand_stmt, speed));
}
else if (subtract_p)
{
slsr_cand_t subtrahend_cand = base_cand_from_table (addend_in);
while (subtrahend_cand && !base)
{
if (subtrahend_cand->kind == CAND_MULT
&& double_int_zero_p (subtrahend_cand->index)
&& TREE_CODE (subtrahend_cand->stride) == INTEGER_CST)
{
/* Z = (B + 0) * S, S constant
X = Y - Z
===========================
Value: X = Y + ((-1 * S) * B) */
base = base_in;
index = tree_to_double_int (subtrahend_cand->stride);
index = double_int_neg (index);
stride = subtrahend_cand->base_name;
ctype = TREE_TYPE (SSA_NAME_VAR (base_in));
if (has_single_use (addend_in))
savings = (subtrahend_cand->dead_savings
+ stmt_cost (subtrahend_cand->cand_stmt, speed));
}
if (subtrahend_cand->next_interp)
subtrahend_cand = lookup_cand (subtrahend_cand->next_interp);
else
subtrahend_cand = NULL;
}
}
if (base_cand->next_interp)
base_cand = lookup_cand (base_cand->next_interp);
else
base_cand = NULL;
}
if (!base)
{
/* No interpretations had anything useful to propagate, so
produce X = Y + (1 * Z). */
base = base_in;
index = subtract_p ? double_int_minus_one : double_int_one;
stride = addend_in;
ctype = TREE_TYPE (SSA_NAME_VAR (base_in));
}
c = alloc_cand_and_find_basis (CAND_ADD, gs, base, index, stride,
ctype, savings);
return c;
}
/* Create a candidate entry for a statement GS, where GS adds SSA
name BASE_IN to constant INDEX_IN. Propagate any known information
about BASE_IN into the new candidate. Return the new candidate. */
static slsr_cand_t
create_add_imm_cand (gimple gs, tree base_in, double_int index_in, bool speed)
{
enum cand_kind kind = CAND_ADD;
tree base = NULL_TREE, stride = NULL_TREE, ctype = NULL_TREE;
double_int index, multiple;
unsigned savings = 0;
slsr_cand_t c;
slsr_cand_t base_cand = base_cand_from_table (base_in);
while (base_cand && !base)
{
bool unsigned_p = TYPE_UNSIGNED (TREE_TYPE (base_cand->stride));
if (TREE_CODE (base_cand->stride) == INTEGER_CST
&& double_int_multiple_of (index_in,
tree_to_double_int (base_cand->stride),
unsigned_p,
&multiple))
{
/* Y = (B + i') * S, S constant, c = kS for some integer k
X = Y + c
============================
X = (B + (i'+ k)) * S
OR
Y = B + (i' * S), S constant, c = kS for some integer k
X = Y + c
============================
X = (B + (i'+ k)) * S */
kind = base_cand->kind;
base = base_cand->base_name;
index = double_int_add (base_cand->index, multiple);
stride = base_cand->stride;
ctype = base_cand->cand_type;
if (has_single_use (base_in))
savings = (base_cand->dead_savings
+ stmt_cost (base_cand->cand_stmt, speed));
}
if (base_cand->next_interp)
base_cand = lookup_cand (base_cand->next_interp);
else
base_cand = NULL;
}
if (!base)
{
/* No interpretations had anything useful to propagate, so
produce X = Y + (c * 1). */
kind = CAND_ADD;
base = base_in;
index = index_in;
stride = integer_one_node;
ctype = TREE_TYPE (SSA_NAME_VAR (base_in));
}
c = alloc_cand_and_find_basis (kind, gs, base, index, stride,
ctype, savings);
return c;
}
/* Given GS which is an add or subtract of scalar integers or pointers,
make at least one appropriate entry in the candidate table. */
static void
slsr_process_add (gimple gs, tree rhs1, tree rhs2, bool speed)
{
bool subtract_p = gimple_assign_rhs_code (gs) == MINUS_EXPR;
slsr_cand_t c = NULL, c2;
if (TREE_CODE (rhs2) == SSA_NAME)
{
/* First record an interpretation assuming RHS1 is the base name
and RHS2 is the stride. But it doesn't make sense for the
stride to be a pointer, so don't record a candidate in that case. */
if (!POINTER_TYPE_P (TREE_TYPE (SSA_NAME_VAR (rhs2))))
{
c = create_add_ssa_cand (gs, rhs1, rhs2, subtract_p, speed);
/* Add the first interpretation to the statement-candidate
mapping. */
add_cand_for_stmt (gs, c);
}
/* If the two RHS operands are identical, or this is a subtract,
we're done. */
if (operand_equal_p (rhs1, rhs2, 0) || subtract_p)
return;
/* Otherwise, record another interpretation assuming RHS2 is the
base name and RHS1 is the stride, again provided that the
stride is not a pointer. */
if (!POINTER_TYPE_P (TREE_TYPE (SSA_NAME_VAR (rhs1))))
{
c2 = create_add_ssa_cand (gs, rhs2, rhs1, false, speed);
if (c)
c->next_interp = c2->cand_num;
else
add_cand_for_stmt (gs, c2);
}
}
else
{
double_int index;
/* Record an interpretation for the add-immediate. */
index = tree_to_double_int (rhs2);
if (subtract_p)
index = double_int_neg (index);
c = create_add_imm_cand (gs, rhs1, index, speed);
/* Add the interpretation to the statement-candidate mapping. */
add_cand_for_stmt (gs, c);
}
}
/* Given GS which is a negate of a scalar integer, make an appropriate
entry in the candidate table. A negate is equivalent to a multiply
by -1. */
static void
slsr_process_neg (gimple gs, tree rhs1, bool speed)
{
/* Record a CAND_MULT interpretation for the multiply by -1. */
slsr_cand_t c = create_mul_imm_cand (gs, rhs1, integer_minus_one_node, speed);
/* Add the interpretation to the statement-candidate mapping. */
add_cand_for_stmt (gs, c);
}
/* Return TRUE if GS is a statement that defines an SSA name from
a conversion and is legal for us to combine with an add and multiply
in the candidate table. For example, suppose we have:
A = B + i;
C = (type) A;
D = C * S;
Without the type-cast, we would create a CAND_MULT for D with base B,
index i, and stride S. We want to record this candidate only if it
is equivalent to apply the type cast following the multiply:
A = B + i;
E = A * S;
D = (type) E;
We will record the type with the candidate for D. This allows us
to use a similar previous candidate as a basis. If we have earlier seen
A' = B + i';
C' = (type) A';
D' = C' * S;
we can replace D with
D = D' + (i - i') * S;
But if moving the type-cast would change semantics, we mustn't do this.
This is legitimate for casts from a non-wrapping integral type to
any integral type of the same or larger size. It is not legitimate
to convert a wrapping type to a non-wrapping type, or to a wrapping
type of a different size. I.e., with a wrapping type, we must
assume that the addition B + i could wrap, in which case performing
the multiply before or after one of the "illegal" type casts will
have different semantics. */
static bool
legal_cast_p (gimple gs, tree rhs)
{
tree lhs, lhs_type, rhs_type;
unsigned lhs_size, rhs_size;
bool lhs_wraps, rhs_wraps;
if (!is_gimple_assign (gs)
|| !CONVERT_EXPR_CODE_P (gimple_assign_rhs_code (gs)))
return false;
lhs = gimple_assign_lhs (gs);
lhs_type = TREE_TYPE (lhs);
rhs_type = TREE_TYPE (rhs);
lhs_size = TYPE_PRECISION (lhs_type);
rhs_size = TYPE_PRECISION (rhs_type);
lhs_wraps = TYPE_OVERFLOW_WRAPS (lhs_type);
rhs_wraps = TYPE_OVERFLOW_WRAPS (rhs_type);
if (lhs_size < rhs_size
|| (rhs_wraps && !lhs_wraps)
|| (rhs_wraps && lhs_wraps && rhs_size != lhs_size))
return false;
return true;
}
/* Given GS which is a cast to a scalar integer type, determine whether
the cast is legal for strength reduction. If so, make at least one
appropriate entry in the candidate table. */
static void
slsr_process_cast (gimple gs, tree rhs1, bool speed)
{
tree lhs, ctype;
slsr_cand_t base_cand, c, c2;
unsigned savings = 0;
if (!legal_cast_p (gs, rhs1))
return;
lhs = gimple_assign_lhs (gs);
base_cand = base_cand_from_table (rhs1);
ctype = TREE_TYPE (lhs);
if (base_cand)
{
while (base_cand)
{
/* Propagate all data from the base candidate except the type,
which comes from the cast, and the base candidate's cast,
which is no longer applicable. */
if (has_single_use (rhs1))
savings = (base_cand->dead_savings
+ stmt_cost (base_cand->cand_stmt, speed));
c = alloc_cand_and_find_basis (base_cand->kind, gs,
base_cand->base_name,
base_cand->index, base_cand->stride,
ctype, savings);
if (base_cand->next_interp)
base_cand = lookup_cand (base_cand->next_interp);
else
base_cand = NULL;
}
}
else
{
/* If nothing is known about the RHS, create fresh CAND_ADD and
CAND_MULT interpretations:
X = Y + (0 * 1)
X = (Y + 0) * 1
The first of these is somewhat arbitrary, but the choice of
1 for the stride simplifies the logic for propagating casts
into their uses. */
c = alloc_cand_and_find_basis (CAND_ADD, gs, rhs1, double_int_zero,
integer_one_node, ctype, 0);
c2 = alloc_cand_and_find_basis (CAND_MULT, gs, rhs1, double_int_zero,
integer_one_node, ctype, 0);
c->next_interp = c2->cand_num;
}
/* Add the first (or only) interpretation to the statement-candidate
mapping. */
add_cand_for_stmt (gs, c);
}
/* Given GS which is a copy of a scalar integer type, make at least one
appropriate entry in the candidate table.
This interface is included for completeness, but is unnecessary
if this pass immediately follows a pass that performs copy
propagation, such as DOM. */
static void
slsr_process_copy (gimple gs, tree rhs1, bool speed)
{
slsr_cand_t base_cand, c, c2;
unsigned savings = 0;
base_cand = base_cand_from_table (rhs1);
if (base_cand)
{
while (base_cand)
{
/* Propagate all data from the base candidate. */
if (has_single_use (rhs1))
savings = (base_cand->dead_savings
+ stmt_cost (base_cand->cand_stmt, speed));
c = alloc_cand_and_find_basis (base_cand->kind, gs,
base_cand->base_name,
base_cand->index, base_cand->stride,
base_cand->cand_type, savings);
if (base_cand->next_interp)
base_cand = lookup_cand (base_cand->next_interp);
else
base_cand = NULL;
}
}
else
{
/* If nothing is known about the RHS, create fresh CAND_ADD and
CAND_MULT interpretations:
X = Y + (0 * 1)
X = (Y + 0) * 1
The first of these is somewhat arbitrary, but the choice of
1 for the stride simplifies the logic for propagating casts
into their uses. */
c = alloc_cand_and_find_basis (CAND_ADD, gs, rhs1, double_int_zero,
integer_one_node, TREE_TYPE (rhs1), 0);
c2 = alloc_cand_and_find_basis (CAND_MULT, gs, rhs1, double_int_zero,
integer_one_node, TREE_TYPE (rhs1), 0);
c->next_interp = c2->cand_num;
}
/* Add the first (or only) interpretation to the statement-candidate
mapping. */
add_cand_for_stmt (gs, c);
}
/* Find strength-reduction candidates in block BB. */
static void
find_candidates_in_block (struct dom_walk_data *walk_data ATTRIBUTE_UNUSED,
basic_block bb)
{
bool speed = optimize_bb_for_speed_p (bb);
gimple_stmt_iterator gsi;
for (gsi = gsi_start_bb (bb); !gsi_end_p (gsi); gsi_next (&gsi))
{
gimple gs = gsi_stmt (gsi);
if (is_gimple_assign (gs)
&& SCALAR_INT_MODE_P (TYPE_MODE (TREE_TYPE (gimple_assign_lhs (gs)))))
{
tree rhs1 = NULL_TREE, rhs2 = NULL_TREE;
switch (gimple_assign_rhs_code (gs))
{
case MULT_EXPR:
case PLUS_EXPR:
rhs1 = gimple_assign_rhs1 (gs);
rhs2 = gimple_assign_rhs2 (gs);
/* Should never happen, but currently some buggy situations
in earlier phases put constants in rhs1. */
if (TREE_CODE (rhs1) != SSA_NAME)
continue;
break;
/* Possible future opportunity: rhs1 of a ptr+ can be
an ADDR_EXPR. */
case POINTER_PLUS_EXPR:
case MINUS_EXPR:
rhs2 = gimple_assign_rhs2 (gs);
/* Fall-through. */
case NOP_EXPR:
case MODIFY_EXPR:
case NEGATE_EXPR:
rhs1 = gimple_assign_rhs1 (gs);
if (TREE_CODE (rhs1) != SSA_NAME)
continue;
break;
default:
;
}
switch (gimple_assign_rhs_code (gs))
{
case MULT_EXPR:
slsr_process_mul (gs, rhs1, rhs2, speed);
break;
case PLUS_EXPR:
case POINTER_PLUS_EXPR:
case MINUS_EXPR:
slsr_process_add (gs, rhs1, rhs2, speed);
break;
case NEGATE_EXPR:
slsr_process_neg (gs, rhs1, speed);
break;
case NOP_EXPR:
slsr_process_cast (gs, rhs1, speed);
break;
case MODIFY_EXPR:
slsr_process_copy (gs, rhs1, speed);
break;
default:
;
}
}
}
}
/* Dump a candidate for debug. */
static void
dump_candidate (slsr_cand_t c)
{
fprintf (dump_file, "%3d [%d] ", c->cand_num,
gimple_bb (c->cand_stmt)->index);
print_gimple_stmt (dump_file, c->cand_stmt, 0, 0);
switch (c->kind)
{
case CAND_MULT:
fputs (" MULT : (", dump_file);
print_generic_expr (dump_file, c->base_name, 0);
fputs (" + ", dump_file);
dump_double_int (dump_file, c->index, false);
fputs (") * ", dump_file);
print_generic_expr (dump_file, c->stride, 0);
fputs (" : ", dump_file);
break;
case CAND_ADD:
fputs (" ADD : ", dump_file);
print_generic_expr (dump_file, c->base_name, 0);
fputs (" + (", dump_file);
dump_double_int (dump_file, c->index, false);
fputs (" * ", dump_file);
print_generic_expr (dump_file, c->stride, 0);
fputs (") : ", dump_file);
break;
default:
gcc_unreachable ();
}
print_generic_expr (dump_file, c->cand_type, 0);
fprintf (dump_file, "\n basis: %d dependent: %d sibling: %d\n",
c->basis, c->dependent, c->sibling);
fprintf (dump_file, " next-interp: %d dead-savings: %d\n",
c->next_interp, c->dead_savings);
if (c->def_phi)
{
fputs (" phi: ", dump_file);
print_gimple_stmt (dump_file, c->def_phi, 0, 0);
}
fputs ("\n", dump_file);
}
/* Dump the candidate vector for debug. */
static void
dump_cand_vec (void)
{
unsigned i;
slsr_cand_t c;
fprintf (dump_file, "\nStrength reduction candidate vector:\n\n");
FOR_EACH_VEC_ELT (slsr_cand_t, cand_vec, i, c)
dump_candidate (c);
}
/* Dump the candidate chains. */
static void
dump_cand_chains (void)
{
unsigned i;
fprintf (dump_file, "\nStrength reduction candidate chains:\n\n");
for (i = 0; i < num_ssa_names; i++)
{
const_cand_chain_t chain = base_cand_map[i];
if (chain)
{
cand_chain_t p;
print_generic_expr (dump_file, chain->base_name, 0);
fprintf (dump_file, " -> %d", chain->cand->cand_num);
for (p = chain->next; p; p = p->next)
fprintf (dump_file, " -> %d", p->cand->cand_num);
fputs ("\n", dump_file);
}
}
fputs ("\n", dump_file);
}
/* Recursive helper for unconditional_cands_with_known_stride_p.
Returns TRUE iff C, its siblings, and its dependents are all
unconditional candidates. */
static bool
unconditional_cands (slsr_cand_t c)
{
if (c->def_phi)
return false;
if (c->sibling && !unconditional_cands (lookup_cand (c->sibling)))
return false;
if (c->dependent && !unconditional_cands (lookup_cand (c->dependent)))
return false;
return true;
}
/* Determine whether or not the tree of candidates rooted at
ROOT consists entirely of unconditional increments with
an INTEGER_CST stride. */
static bool
unconditional_cands_with_known_stride_p (slsr_cand_t root)
{
/* The stride is identical for all related candidates, so
check it once. */
if (TREE_CODE (root->stride) != INTEGER_CST)
return false;
return unconditional_cands (lookup_cand (root->dependent));
}
/* Calculate the increment required for candidate C relative to
its basis. */
static double_int
cand_increment (slsr_cand_t c)
{
slsr_cand_t basis;
/* If the candidate doesn't have a basis, just return its own
index. This is useful in record_increments to help us find
an existing initializer. */
if (!c->basis)
return c->index;
basis = lookup_cand (c->basis);
gcc_assert (operand_equal_p (c->base_name, basis->base_name, 0));
return double_int_sub (c->index, basis->index);
}
/* Return TRUE iff candidate C has already been replaced under
another interpretation. */
static inline bool
cand_already_replaced (slsr_cand_t c)
{
return (gimple_bb (c->cand_stmt) == 0);
}
/* Helper routine for replace_dependents, doing the work for a
single candidate C. */
static void
replace_dependent (slsr_cand_t c, enum tree_code cand_code)
{
double_int stride = tree_to_double_int (c->stride);
double_int bump = double_int_mul (cand_increment (c), stride);
gimple stmt_to_print = NULL;
slsr_cand_t basis;
tree basis_name, incr_type, bump_tree;
enum tree_code code;
/* It is highly unlikely, but possible, that the resulting
bump doesn't fit in a HWI. Abandon the replacement
in this case. Restriction to signed HWI is conservative
for unsigned types but allows for safe negation without
twisted logic. */
if (!double_int_fits_in_shwi_p (bump))
return;
basis = lookup_cand (c->basis);
basis_name = gimple_assign_lhs (basis->cand_stmt);
incr_type = TREE_TYPE (gimple_assign_rhs1 (c->cand_stmt));
code = PLUS_EXPR;
if (double_int_negative_p (bump))
{
code = MINUS_EXPR;
bump = double_int_neg (bump);
}
bump_tree = double_int_to_tree (incr_type, bump);
if (dump_file && (dump_flags & TDF_DETAILS))
{
fputs ("Replacing: ", dump_file);
print_gimple_stmt (dump_file, c->cand_stmt, 0, 0);
}
if (double_int_zero_p (bump))
{
tree lhs = gimple_assign_lhs (c->cand_stmt);
gimple copy_stmt = gimple_build_assign (lhs, basis_name);
gimple_stmt_iterator gsi = gsi_for_stmt (c->cand_stmt);
gimple_set_location (copy_stmt, gimple_location (c->cand_stmt));
gsi_replace (&gsi, copy_stmt, false);
if (dump_file && (dump_flags & TDF_DETAILS))
stmt_to_print = copy_stmt;
}
else
{
tree rhs1 = gimple_assign_rhs1 (c->cand_stmt);
tree rhs2 = gimple_assign_rhs2 (c->cand_stmt);
if (cand_code != NEGATE_EXPR
&& ((operand_equal_p (rhs1, basis_name, 0)
&& operand_equal_p (rhs2, bump_tree, 0))
|| (operand_equal_p (rhs1, bump_tree, 0)
&& operand_equal_p (rhs2, basis_name, 0))))
{
if (dump_file && (dump_flags & TDF_DETAILS))
{
fputs ("(duplicate, not actually replacing)", dump_file);
stmt_to_print = c->cand_stmt;
}
}
else
{
gimple_stmt_iterator gsi = gsi_for_stmt (c->cand_stmt);
gimple_assign_set_rhs_with_ops (&gsi, code, basis_name, bump_tree);
update_stmt (gsi_stmt (gsi));
if (dump_file && (dump_flags & TDF_DETAILS))
stmt_to_print = gsi_stmt (gsi);
}
}
if (dump_file && (dump_flags & TDF_DETAILS))
{
fputs ("With: ", dump_file);
print_gimple_stmt (dump_file, stmt_to_print, 0, 0);
fputs ("\n", dump_file);
}
}
/* Replace candidate C, each sibling of candidate C, and each
dependent of candidate C with an add or subtract. Note that we
only operate on CAND_MULTs with known strides, so we will never
generate a POINTER_PLUS_EXPR. Each candidate X = (B + i) * S is
replaced by X = Y + ((i - i') * S), as described in the module
commentary. The folded value ((i - i') * S) is referred to here
as the "bump." */
static void
replace_dependents (slsr_cand_t c)
{
enum tree_code cand_code = gimple_assign_rhs_code (c->cand_stmt);
/* It is not useful to replace casts, copies, or adds of an SSA name
and a constant. Also skip candidates that have already been
replaced under another interpretation. */
if (cand_code != MODIFY_EXPR
&& cand_code != NOP_EXPR
&& c->kind == CAND_MULT
&& !cand_already_replaced (c))
replace_dependent (c, cand_code);
if (c->sibling)
replace_dependents (lookup_cand (c->sibling));
if (c->dependent)
replace_dependents (lookup_cand (c->dependent));
}
/* Analyze costs of related candidates in the candidate vector,
and make beneficial replacements. */
static void
analyze_candidates_and_replace (void)
{
unsigned i;
slsr_cand_t c;
/* Each candidate that has a null basis and a non-null
dependent is the root of a tree of related statements.
Analyze each tree to determine a subset of those
statements that can be replaced with maximum benefit. */
FOR_EACH_VEC_ELT (slsr_cand_t, cand_vec, i, c)
{
slsr_cand_t first_dep;
if (c->basis != 0 || c->dependent == 0)
continue;
if (dump_file && (dump_flags & TDF_DETAILS))
fprintf (dump_file, "\nProcessing dependency tree rooted at %d.\n",
c->cand_num);
first_dep = lookup_cand (c->dependent);
/* If the common stride of all related candidates is a
known constant, and none of these has a phi-dependence,
then all replacements are considered profitable.
Each replaces a multiply by a single add, with the
possibility that a feeding add also goes dead as a
result. */
if (unconditional_cands_with_known_stride_p (c))
replace_dependents (first_dep);
/* TODO: When the stride is an SSA name, it may still be
profitable to replace some or all of the dependent
candidates, depending on whether the introduced increments
can be reused, or are less expensive to calculate than
the replaced statements. */
/* TODO: Strength-reduce data references with implicit
multiplication in their addressing expressions. */
/* TODO: When conditional increments occur so that a
candidate is dependent upon a phi-basis, the cost of
introducing a temporary must be accounted for. */
}
}
static unsigned
execute_strength_reduction (void)
{
struct dom_walk_data walk_data;
/* Create the obstack where candidates will reside. */
gcc_obstack_init (&cand_obstack);
/* Allocate the candidate vector. */
cand_vec = VEC_alloc (slsr_cand_t, heap, 128);
/* Allocate the mapping from statements to candidate indices. */
stmt_cand_map = pointer_map_create ();
/* Create the obstack where candidate chains will reside. */
gcc_obstack_init (&chain_obstack);
/* Allocate the mapping from base names to candidate chains. */
base_cand_map = XNEWVEC (cand_chain_t, num_ssa_names);
memset (base_cand_map, 0, num_ssa_names * sizeof (cand_chain_t));
/* Initialize the loop optimizer. We need to detect flow across
back edges, and this gives us dominator information as well. */
loop_optimizer_init (AVOID_CFG_MODIFICATIONS);
/* Initialize costs tables in IVOPTS. */
initialize_costs ();
/* Set up callbacks for the generic dominator tree walker. */
walk_data.dom_direction = CDI_DOMINATORS;
walk_data.initialize_block_local_data = NULL;
walk_data.before_dom_children = find_candidates_in_block;
walk_data.after_dom_children = NULL;
walk_data.global_data = NULL;
walk_data.block_local_data_size = 0;
init_walk_dominator_tree (&walk_data);
/* Walk the CFG in predominator order looking for strength reduction
candidates. */
walk_dominator_tree (&walk_data, ENTRY_BLOCK_PTR);
if (dump_file && (dump_flags & TDF_DETAILS))
{
dump_cand_vec ();
dump_cand_chains ();
}
/* Analyze costs and make appropriate replacements. */
analyze_candidates_and_replace ();
/* Free resources. */
fini_walk_dominator_tree (&walk_data);
loop_optimizer_finalize ();
free (base_cand_map);
obstack_free (&chain_obstack, NULL);
pointer_map_destroy (stmt_cand_map);
VEC_free (slsr_cand_t, heap, cand_vec);
obstack_free (&cand_obstack, NULL);
finalize_costs ();
return 0;
}
static bool
gate_strength_reduction (void)
{
return optimize > 0;
}
struct gimple_opt_pass pass_strength_reduction =
{
{
GIMPLE_PASS,
"slsr", /* name */
gate_strength_reduction, /* gate */
execute_strength_reduction, /* execute */
NULL, /* sub */
NULL, /* next */
0, /* static_pass_number */
TV_GIMPLE_SLSR, /* tv_id */
PROP_cfg | PROP_ssa, /* properties_required */
0, /* properties_provided */
0, /* properties_destroyed */
0, /* todo_flags_start */
TODO_verify_ssa /* todo_flags_finish */
}
};
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