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// Copyright (c) 2021 CINN Authors. All Rights Reserved.
//
// Licensed under the Apache License, Version 2.0 (the "License");
// you may not use this file except in compliance with the License.
// You may obtain a copy of the License at
//
// http://www.apache.org/licenses/LICENSE-2.0
//
// Unless required by applicable law or agreed to in writing, software
// distributed under the License is distributed on an "AS IS" BASIS,
// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
// See the License for the specific language governing permissions and
// limitations under the License.
#include "paddle/cinn/optim/ir_simplify.h"
#include <ginac/ginac.h>
#include <glog/logging.h>
#include <map>
#include <string>
#include "paddle/cinn/common/ir_util.h"
#include "paddle/cinn/ir/ir_mutator.h"
#include "paddle/cinn/ir/ir_printer.h"
#include "paddle/cinn/ir/ir_visitor.h"
#include "paddle/cinn/ir/op/ir_operators.h"
#include "paddle/cinn/ir/tensor.h"
#include "paddle/cinn/ir/utils/ir_copy.h"
#include "paddle/cinn/optim/simplify_util.h"
#include "paddle/cinn/utils/string.h"
#include "paddle/utils/flat_hash_map.h"
namespace cinn {
namespace optim {
using namespace ir; // NOLINT
using cinn::common::bfloat16;
using cinn::common::float16;
using utils::GetStreamCnt;
using utils::Replace;
namespace {
//! Simplify the expression but Load.
struct SimplifyNoPureMathMutator : public ir::IRMutator<ir::Expr*> {
SimplifyNoPureMathMutator(
ir::IndexExpr::OptLevel opt_level = ir::IndexExpr::OptLevel::kLevel1)
: opt_level_(opt_level) {}
void operator()(Expr* x) { ir::IRMutator<ir::Expr*>::Visit(x, x); }
using ir::IRMutator<>::Visit;
#define __(op__) \
void Visit(const op__* op, Expr* expr) override { \
*expr = ArithSimplify(*expr, opt_level_); \
}
__(Add)
__(Mul)
__(Sub)
__(Div)
__(Mod)
__(Min)
__(Max)
#undef __
ir::IndexExpr::OptLevel opt_level_;
};
struct ReplaceFracWithDivMutator : public ir::IRMutator<> {
void operator()(Expr* x) { ir::IRMutator<>::Visit(x, x); }
void Visit(const FracOp* op, Expr* expr) override {
auto* node = expr->As<ir::FracOp>();
ir::IRMutator<>::Visit(&node->operand(0), &node->operand(0));
ir::IRMutator<>::Visit(&node->operand(1), &node->operand(1));
*expr = ir::Div::Make(node->operand(0), node->operand(1));
}
};
template <typename CastType, typename T>
CastType NormCastValue(T value) {
if (type_of<CastType>().is_uint() || type_of<T>().is_uint()) {
// not support uint
return static_cast<CastType>(value);
}
if (std::isinf(value)) {
if (CastType(value) == -std::numeric_limits<CastType>::infinity()) {
return -std::numeric_limits<CastType>::infinity();
}
return std::numeric_limits<CastType>::infinity();
} else if (std::isnan(value)) {
return std::numeric_limits<CastType>::signaling_NaN();
} else if (value >= static_cast<T>(std::numeric_limits<CastType>::max())) {
return std::numeric_limits<CastType>::max();
} else if (value <= static_cast<T>(std::numeric_limits<CastType>::lowest())) {
return std::numeric_limits<CastType>::lowest();
}
return static_cast<CastType>(value);
}
struct SimplifyCastMutator : public ir::IRMutator<> {
void operator()(Expr* expr) { ir::IRMutator<ir::Expr*>::Visit(expr, expr); }
void Visit(const ir::Cast* op, Expr* expr) {
auto* node = expr->As<ir::Cast>();
ir::IRMutator<ir::Expr*>::Visit(&node->v(), &node->v());
if (op->type() == op->v().type()) {
*expr = op->v();
return;
}
#define __CAST_TO_TYPE(type__) \
if (auto* i = op->v().As<ir::IntImm>()) { \
*expr = Expr(static_cast<type__>(i->value)); \
} else if (auto* f = op->v().As<ir::FloatImm>()) { \
*expr = Expr(static_cast<type__>(NormCastValue<type__>(f->value))); \
} else if (auto* u = op->v().As<ir::UIntImm>()) { \
*expr = Expr(static_cast<type__>(u->value)); \
} else { \
CINN_NOT_IMPLEMENTED \
}
if (op->v().is_constant()) {
if (op->type() == type_of<int8_t>()) {
__CAST_TO_TYPE(int8_t)
} else if (op->type() == type_of<int16_t>()) {
__CAST_TO_TYPE(int16_t)
} else if (op->type() == type_of<int32_t>()) {
__CAST_TO_TYPE(int32_t)
} else if (op->type() == type_of<int64_t>()) {
__CAST_TO_TYPE(int64_t)
} else if (op->type() == type_of<uint8_t>()) {
__CAST_TO_TYPE(uint8_t)
} else if (op->type() == type_of<uint16_t>()) {
__CAST_TO_TYPE(uint16_t)
} else if (op->type() == type_of<uint32_t>()) {
__CAST_TO_TYPE(uint32_t)
} else if (op->type() == type_of<uint64_t>()) {
__CAST_TO_TYPE(uint64_t)
} else if (op->type() == type_of<float>()) {
__CAST_TO_TYPE(float)
} else if (op->type() == type_of<double>()) {
__CAST_TO_TYPE(double)
} else if (op->type() == type_of<bool>()) {
__CAST_TO_TYPE(bool)
} else if (op->type() == type_of<bfloat16>()) {
// Cannot simplify!!! pass
__CAST_TO_TYPE(bfloat16)
} else if (op->type() == type_of<float16>()) {
// Cannot simplify!!! pass
__CAST_TO_TYPE(float16)
} else {
CINN_NOT_IMPLEMENTED
}
}
#undef __CAST_TO_TYPE
}
};
struct SimplifyRampMutator : public ir::IRMutator<Expr*> {
void operator()(Expr* x) { ir::IRMutator<ir::Expr*>::Visit(x, x); }
void Visit(const Ramp* op, Expr* expr) override {
auto* node = expr->As<ir::Ramp>();
PADDLE_ENFORCE_EQ(
IsPureMath(node->base),
true,
::common::errors::InvalidArgument("node->base is not a pure math!"));
PADDLE_ENFORCE_EQ(
IsPureMath(node->stride),
true,
::common::errors::InvalidArgument("node->stride is not a pure math!"));
node->base = ArithSimplify(node->base);
node->stride = ArithSimplify(node->stride);
}
// ramp + ramp
void Visit(const Add* op, Expr* expr) override {
auto* node = expr->As<ir::Add>();
Expr a = node->a();
Expr b = node->b();
auto a_ramp = a.As<ir::Ramp>();
auto b_ramp = b.As<ir::Ramp>();
if (a_ramp && b_ramp && a_ramp->lanes == b_ramp->lanes) {
Expr base_add = optim::ArithSimplify(a_ramp->base + b_ramp->base);
Expr stride_add = optim::ArithSimplify(a_ramp->stride + b_ramp->stride);
*expr = ir::Ramp::Make(base_add, stride_add, a_ramp->lanes);
}
}
};
struct SimplifyLoadStoreMutator : public ir::IRMutator<ir::Expr*> {
void operator()(Expr* x) { ir::IRMutator<ir::Expr*>::Visit(x, x); }
void Visit(const Load* expr, Expr* op) override {
auto* node = op->As<Load>();
for (auto& idx : node->indices) {
idx = ArithSimplify(idx);
}
}
void Visit(const Store* expr, Expr* op) override {
auto* node = op->As<Store>();
for (auto& idx : node->indices) {
idx = ArithSimplify(idx);
}
ir::IRMutator<ir::Expr*>::Visit(&node->value, &node->value);
}
};
struct SimplifyLogicalMutator : public ir::IRMutator<> {
void operator()(Expr* expr) { ir::IRMutator<>::Visit(expr, expr); }
#define DEFINE_VISIT_CMP_OP(OpType, Method) \
void Visit(const ir::OpType* op, Expr* expr) override { \
VLOG(7) << "Begin Visit Cmp op: " << *expr; \
auto* node = expr->As<ir::OpType>(); \
ir::IRMutator<>::Visit(&node->a(), &node->a()); \
ir::IRMutator<>::Visit(&node->b(), &node->b()); \
if (node->a().is_constant() && node->b().is_constant()) { \
if (node->a().get_constant() Method node->b().get_constant()) { \
*expr = Expr(true); \
} else { \
*expr = Expr(false); \
} \
} \
VLOG(7) << "End Visit Cmp op: " << *expr; \
}
DEFINE_VISIT_CMP_OP(LE, <=)
DEFINE_VISIT_CMP_OP(LT, <)
DEFINE_VISIT_CMP_OP(GE, >=)
DEFINE_VISIT_CMP_OP(GT, >)
DEFINE_VISIT_CMP_OP(EQ, ==)
DEFINE_VISIT_CMP_OP(NE, !=)
#undef DEFINE_VISIT_CMP_OP
void Visit(const ir::And* op, Expr* expr) override {
VLOG(7) << "Begin Visit And op: " << *expr;
auto* node = expr->As<ir::And>();
ir::IRMutator<>::Visit(&node->a(), &node->a());
if (common::IsZero(node->a())) {
*expr = Expr(false);
VLOG(7) << "End Visit And op: " << *expr;
return;
}
ir::IRMutator<>::Visit(&node->b(), &node->b());
if (common::IsZero(node->b())) {
VLOG(7) << "End Visit And op: " << *expr;
*expr = Expr(false);
return;
}
if (common::IsOne(node->a()) && common::IsOne(node->b())) {
*expr = Expr(true);
} else if (common::IsOne(node->a())) {
*expr = node->b();
} else if (common::IsOne(node->b())) {
*expr = node->a();
}
VLOG(7) << "End Visit And op: " << *expr;
}
void Visit(const ir::Or* op, Expr* expr) override {
VLOG(7) << "Begin Visit Or op: " << *expr;
auto* node = expr->As<ir::Or>();
ir::IRMutator<>::Visit(&node->a(), &node->a());
if (common::IsOne(node->a())) {
*expr = Expr(true);
VLOG(7) << "End visit Or op: " << *expr;
return;
}
ir::IRMutator<>::Visit(&node->b(), &node->b());
if (common::IsOne(node->b())) {
*expr = Expr(true);
VLOG(7) << "End visit Or op: " << *expr;
return;
}
if (common::IsZero(node->a()) && common::IsZero(node->b())) {
*expr = Expr(false);
} else if (common::IsZero(node->a())) {
*expr = node->b();
} else if (common::IsZero(node->b())) {
*expr = node->a();
}
VLOG(7) << "End visit Or op: " << *expr;
}
void Visit(const ir::Not* op, Expr* expr) override {
VLOG(7) << "Begin Visit Not op: " << *expr;
auto* node = expr->As<ir::Not>();
auto v = node->v();
ir::IRMutator<>::Visit(&v, &v);
switch (v.node_type()) {
case ir::IrNodeTy::IntImm:
case ir::IrNodeTy::UIntImm:
*expr = common::IsZero(v) ? Expr(true) : Expr(false);
return;
case ir::IrNodeTy::Not:
*expr = v.As<ir::Not>()->v();
return;
case ir::IrNodeTy::LE:
*expr = ir::GT::Make(v->operand(0), v->operand(1));
return;
case ir::IrNodeTy::LT:
*expr = ir::GE::Make(v->operand(0), v->operand(1));
return;
case ir::IrNodeTy::GE:
*expr = ir::LT::Make(v->operand(0), v->operand(1));
return;
case ir::IrNodeTy::GT:
*expr = ir::LE::Make(v->operand(0), v->operand(1));
return;
default:
VLOG(7) << "End Visit Not op: " << *expr;
return;
}
VLOG(7) << "End Visit Not op: " << *expr;
}
};
struct SimplifyIfThenElseMutator : public ir::ExprMutator<> {
void operator()(Expr* x) { ir::ExprMutator<>::Visit(x, x); }
using ir::ExprMutator<>::Visit;
void Visit(const IfThenElse* op, Expr* expr) override {
auto* node = expr->As<ir::IfThenElse>();
auto* condition_int = node->condition.As<ir::IntImm>();
auto* condition_uint = node->condition.As<ir::UIntImm>();
// not deterministic
if (!condition_int && !condition_uint) {
Visit(&node->true_case, &node->true_case);
if (node->false_case.defined()) {
Visit(&node->false_case, &node->false_case);
}
return;
}
bool value = condition_int ? condition_int->value : condition_uint->value;
if (value) {
*expr = op->true_case;
Visit(expr, expr);
} else if (op->false_case.defined()) {
*expr = op->false_case;
Visit(expr, expr);
} else {
*expr = ir::Block::Make({});
}
}
};
struct SimplifySelectMutator : public ir::IRMutator<> {
void operator()(Expr* x) { ir::IRMutator<>::Visit(x, x); }
using ir::IRMutator<>::Visit;
void Visit(const Select* op, Expr* expr) override {
auto* node = expr->As<ir::Select>();
auto* condition_int = node->condition.As<ir::IntImm>();
auto* condition_uint = node->condition.As<ir::UIntImm>();
// not deterministic
if (!condition_int && !condition_uint) {
Visit(&node->true_value, &node->true_value);
Visit(&node->false_value, &node->false_value);
return;
}
bool value = condition_int ? condition_int->value : condition_uint->value;
if (value) {
*expr = op->true_value;
Visit(expr, expr);
} else {
*expr = op->false_value;
Visit(expr, expr);
}
}
};
/*
Example 1:
Select(a <= b, b, a) → max(a, b)
Example 2:
Select(a <= b, a, b) → min(a, b)
Example 3:
Select(a <= MAX, max(a, MIN), MAX) → min(max(a, MIN), MAX)
Select(a <= MAX, max(MIN, a), MAX) → min(max(a, MIN), MAX)
Example 4:
Select(MIN <= b, min(b, MAX), MIN) → max(min(b, MAX), MIN)
→ min(max(b, MIN), MAX)
Select(MIN <= b, min(MAX, b), MIN) → max(min(b, MAX), MIN)
→ min(max(b, MIN), MAX)
*/
struct SimplifySelect2MinMaxMutator : public ir::ExprMutator<> {
void operator()(Expr* x) { ir::ExprMutator<>::Visit(x, x); }
using ir::ExprMutator<>::Visit;
// Recursively optimize CompareOp operands
template <typename T>
void VisitCompare(T* op, Expr* expr) {
Expr a = op->a();
Expr b = op->b();
ir::ExprMutator<>::Visit(&a, &a);
ir::ExprMutator<>::Visit(&b, &b);
if (a.get() != op->a().get() || b.get() != op->b().get()) {
*expr = T::Make(a, b);
}
}
void Visit(const ir::GE* op, Expr* expr) override { VisitCompare(op, expr); }
void Visit(const ir::GT* op, Expr* expr) override { VisitCompare(op, expr); }
void Visit(const ir::LE* op, Expr* expr) override { VisitCompare(op, expr); }
void Visit(const ir::LT* op, Expr* expr) override { VisitCompare(op, expr); }
void Visit(const Select* op, Expr* expr) override {
auto* node = expr->As<ir::Select>();
// 1. Recursively optimize sub-expressions
Expr condition = node->condition;
Expr true_value = node->true_value;
Expr false_value = node->false_value;
ir::ExprMutator<>::Visit(&condition, &condition);
ir::ExprMutator<>::Visit(&true_value, &true_value);
ir::ExprMutator<>::Visit(&false_value, &false_value);
// 2. If sub-expressions are modified, rebuild the Select node
if (condition.get() != node->condition.get() ||
true_value.get() != node->true_value.get() ||
false_value.get() != node->false_value.get()) {
*expr = ir::Select::Make(condition, true_value, false_value);
node = expr->As<ir::Select>();
}
// 3. Function to optimize Select into Min/Max when possible
auto TryOptimizeSelect = [&](const Expr& a,
const Expr& b,
const Expr& x,
const Expr& y) -> Expr {
// Case 1: Select(a <= b, b, a) → max(a, b)
if (x == b && y == a) {
if (b.is_constant()) {
return ir::Max::Make(a, b);
} else {
return ir::Max::Make(b, a);
}
}
// Case 2: Select(a <= b, a, b) → min(a, b)
if (x == a && y == b) {
if (b.is_constant()) {
return ir::Min::Make(a, b);
} else {
return ir::Min::Make(b, a);
}
}
// Case 3: Select(a <= MAX, max(a, MIN), MAX) → min(max(a, MIN), MAX)
if (auto* max = x.As<ir::Max>()) {
if (max->a() == a) {
if (max->b().is_constant() && y.is_constant() && b.is_constant()) {
if (y.get_constant() == b.get_constant() &&
(max->b()).get_constant() <= y.get_constant()) {
return ir::Min::Make(ir::Max::Make(a, max->b()), b);
}
}
} else if (max->b() == a) {
// Select(a <= MAX, max(MIN, a), MAX) → min(max(a, MIN), MAX)
if (max->a().is_constant() && y.is_constant() && b.is_constant()) {
if (y.get_constant() == b.get_constant() &&
(max->a()).get_constant() <= y.get_constant()) {
return ir::Min::Make(ir::Max::Make(a, max->a()), b);
}
}
}
}
// Case 4: Select(MIN <= b, min(b, Max), MIN) → max(min(b, MAX), MIN)
// → min(max(b, MIN), MAX)
if (auto* min = x.As<ir::Min>()) {
if (min->a() == b) {
if ((min->b()).is_constant() && y.is_constant() && a.is_constant()) {
if (y.get_constant() == a.get_constant() &&
y.get_constant() <= (min->b()).get_constant()) {
return ir::Min::Make(ir::Max::Make(b, a), min->b());
}
}
} else if (min->b() == b) {
// Select(MIN <= b, min(Max, b), MIN) → min(max(b, MIN), MAX)
if ((min->a()).is_constant() && y.is_constant() && a.is_constant()) {
if (y.get_constant() == a.get_constant() &&
y.get_constant() <= (min->a()).get_constant()) {
return ir::Min::Make(ir::Max::Make(b, a), min->a());
}
}
}
}
return Expr(nullptr);
};
// 4. Try to optimize different comparison conditions by converting them to
// <= logic
if (auto* ge = node->condition.As<ir::GE>()) {
// Select(a >= b, t, f) → Select(b <= a, t, f)
Expr optimized = TryOptimizeSelect(
ge->b(), ge->a(), node->true_value, node->false_value);
if (optimized.defined()) {
*expr = optimized;
return;
}
} else if (auto* gt = node->condition.As<ir::GT>()) {
// Select(a > b, t, f) → Select(a <= b, f, t)
Expr optimized = TryOptimizeSelect(
gt->a(), gt->b(), node->false_value, node->true_value);
if (optimized.defined()) {
*expr = optimized;
return;
}
} else if (auto* le = node->condition.As<ir::LE>()) {
// Select(a <= b, t, f) → Select(a <= b, t, f)
Expr optimized = TryOptimizeSelect(
le->a(), le->b(), node->true_value, node->false_value);
if (optimized.defined()) {
*expr = optimized;
return;
}
} else if (auto* lt = node->condition.As<ir::LT>()) {
// Select(a < b, t, f) → Select(b <= a, f, t)
Expr optimized = TryOptimizeSelect(
lt->b(), lt->a(), node->false_value, node->true_value);
if (optimized.defined()) {
*expr = optimized;
return;
}
}
}
};
// Optimizes pow(2.0f, ceil(log2(x))) pattern into more efficient bit
// manipulation:
// Original: pow(2.0f, ceil(log2(x)))
// Optimized: ldexpf(1.0f, exponent) where exponent is calculated via:
// 1. float_as_uint(x) - reinterpret float as uint32
// 2. right_shift(bits, 23) - extract exponent field
// 3. (exponent_raw & 0xFF) - 127 - adjust IEEE754 bias
// 4. +1 if mantissa is non-zero (for ceil behavior)
struct SimplifyPowerCeilLog2BitOpLdexpfMutator : public ir::ExprMutator<> {
void operator()(Expr* expr) { ir::ExprMutator<>::Visit(expr, expr); }
using ir::ExprMutator<>::Visit;
void Visit(const ir::Call* op, Expr* expr) override {
/// 1. First recursively process all sub-expressions
std::vector<Expr> new_args;
for (const auto& arg : op->read_args) {
Expr new_arg = arg;
Visit(&new_arg, &new_arg);
new_args.push_back(new_arg);
}
// 2. Match target pattern: pow(base, ceil(log2(x)))
if (op->name == "pow" && new_args.size() == 2) {
const Expr& base = new_args[0];
const Expr& exponent = new_args[1];
// Check if exponent is ceil(log2(x))
if (const ir::Call* ceil_call = exponent.As<ir::Call>()) {
if (ceil_call->name == "ceil" && ceil_call->read_args.size() == 1) {
if (const ir::Call* log2_call =
ceil_call->read_args[0].As<ir::Call>()) {
if (log2_call->name == "log2" && log2_call->read_args.size() == 1 &&
log2_call->read_args[0].type().is_float(32)) {
/// Verify base is 2.0f for optimization
bool is_base_two = false;
if (base.is_constant()) {
if (base.get_constant() == 2.0f) {
is_base_two = true;
}
}
if (is_base_two) {
// 3. Replace with bit operations + ldexpf
Expr x = log2_call->read_args[0]; // Extract log2's argument
// Create bit operations to compute ceil(log2(x))
// (1) Reinterpret float as 32-bit integer
Expr bits = ir::Call::Make(common::Int(32),
"__float_as_uint",
{x},
{},
ir::CallType::Extern,
ir::FunctionRef(),
0,
{});
std::vector<cinn::ir::Expr> shift_r_args = {bits, ir::Expr(23)};
Expr shift_r = ir::Call::Make(common::Int(32),
"right_shift",
shift_r_args,
{},
ir::CallType::Extern,
ir::FunctionRef(),
0,
{});
// (2) Extract exponent part: ((bits >> 23) & 0xFF) - 127
std::vector<cinn::ir::Expr> bitwise_and_exp_args = {
shift_r, ir::Expr(0xFF)};
Expr bitwise_and_exp = ir::Call::Make(common::Int(32),
"bitwise_and",
bitwise_and_exp_args,
{},
ir::CallType::Extern,
ir::FunctionRef(),
0,
{});
Expr exponent_raw =
ir::Sub::Make(bitwise_and_exp, ir::Expr(127));
// 3. Check if mantissa is non-zero (i.e., if exponent+1 is
// needed)
std::vector<cinn::ir::Expr> bitwise_and_tail_args = {
bits, ir::Expr(0x007FFFFF)};
Expr bitwise_and_tail = ir::Call::Make(common::Int(32),
"bitwise_and",
bitwise_and_tail_args,
{},
ir::CallType::Extern,
ir::FunctionRef(),
0,
{});
Expr mantissa_non_zero =
ir::NE::Make(bitwise_and_tail, ir::Expr(0));
// (4) Check if it's a normal number (exponent != -127)
Expr is_normal = ir::NE::Make(exponent_raw, ir::Expr(-127));
// (5) If needed, exponent += 1
Expr exponent_final = ir::Add::Make(
exponent_raw,
ir::Select::Make(
ir::And::Make(is_normal, mantissa_non_zero),
ir::Expr(1),
ir::Expr(0)));
// (6) Create final expression: ldexpf(1.0f, exponent_final)
Expr new_expr = ir::Call::Make(op->type(),
"ldexpf",
{ir::Expr(1.0f), exponent_final},
{},
ir::CallType::Extern,
ir::FunctionRef(),
0,
{});
*expr = new_expr;
return;
}
}
}
}
}
}
// For non-target patterns, reconstruct as-is
if (new_args != op->read_args) {
*expr = ir::Call::Make(op->type(),
op->name,
new_args,
op->write_args,
op->call_type,
op->func,
op->value_index,
op->attrs);
}
}
};
struct SimplifyUnitBlockMutator : public ir::ExprMutator<> {
void operator()(Expr* x) { ir::ExprMutator<ir::Expr*>::Visit(x, x); }
using ir::ExprMutator<>::Visit;
void Visit(const Block* op, Expr* expr) override {
auto* node = expr->As<ir::Block>();
if (node->stmts.size() == 1 && node->stmts[0].As<ir::Block>()) {
VLOG(6) << "Simplify size-1 ir::Block";
*expr = node->stmts[0];
Visit(expr, expr);
} else {
for (auto& s : node->stmts) {
Visit(&s, &s);
}
std::vector<Expr> stmts;
for (auto& s : node->stmts) {
if (s.As<ir::Block>()) {
VLOG(6) << "Simplify ir::Block inside ir::Block";
auto inner_block = s.As<ir::Block>();
for (auto inner_stmt : inner_block->stmts) {
stmts.push_back(inner_stmt);
}
} else {
stmts.push_back(s);
}
}
expr->As<ir::Block>()->stmts = stmts;
}
}
void Visit(const ScheduleBlock* op, Expr* expr) override {
auto* node = expr->As<ScheduleBlock>();
PADDLE_ENFORCE_NOT_NULL(node,
::common::errors::InvalidArgument(
"The node expr->As<ScheduleBlock>() is null"));
if (node->body.As<Block>()) {
if (node->body.As<Block>()->stmts.size() == 1) {
node->body = node->body.As<Block>()->stmts[0];
}
}
Visit(&(node->body), &(node->body));
}
};
struct SimplifyUnitLoopMutator : public ir::IRMutator<> {
paddle::flat_hash_map<std::string, Expr> var_mins;
void operator()(Expr* x) { ir::IRMutator<ir::Expr*>::Visit(x, x); }
using ir::IRMutator<>::Visit;
void Visit(const For* op, Expr* expr) override {
auto* node = expr->As<ir::For>();
Visit(&node->min, &node->min);
Visit(&node->extent, &node->extent);
auto* min_i = node->min.As<IntImm>();
auto* extent_i = node->extent.As<IntImm>();
if (min_i && extent_i && extent_i->value - min_i->value == 1) {
VLOG(6) << "Simplify current Unit For Loop";
std::string var_name = node->loop_var->name;
var_mins.emplace(var_name, node->min);
*expr = node->body;
Visit(expr, expr);
var_mins.erase(var_name);
} else {
Visit(&node->body, &node->body);
}
}
void Visit(const _Var_* op, Expr* expr) override {
auto* node = expr->As<ir::_Var_>();
if (var_mins.count(node->name)) {
*expr = var_mins.at(node->name);
}
}
};
} // namespace
void SimplifyCast(Expr* expr) { SimplifyCastMutator()(expr); }
void SimplifyUnitLoop(Expr* expr) { SimplifyUnitLoopMutator()(expr); }
void SimplifyUnitBlock(Expr* expr) { SimplifyUnitBlockMutator()(expr); }
void SimplifyLogical(Expr* expr) { SimplifyLogicalMutator()(expr); }
void SimplifyNoPureMath(Expr* expr, const ir::IndexExpr::OptLevel& opt_level) {
auto mutator = SimplifyNoPureMathMutator(opt_level);
mutator(expr);
}
Expr ArithSimplify(const Expr& u, const ir::IndexExpr::OptLevel& opt_level) {
VLOG(3) << "Begin ArithSimplify " << u;
if (!u.is_index()) return u;
auto copied = ir_utils::IRCopy(u);
auto res = copied.as_index().Normalize(opt_level);
VLOG(3) << "End ArithSimplify " << res;
return res;
}
void Simplify(Expr* expr) {
VLOG(6) << "Begin Simplify " << *expr;
ReplaceFracWithDivMutator()(expr);
SimplifyNoPureMathMutator()(expr);
SimplifyCastMutator()(expr);
SimplifyRampMutator()(expr);
SimplifyLoadStoreMutator()(expr);
SimplifyLogicalMutator()(expr);
SimplifyIfThenElseMutator()(expr);
SimplifySelectMutator()(expr);
SimplifySelect2MinMaxMutator()(expr);
SimplifyPowerCeilLog2BitOpLdexpfMutator()(expr);
SimplifyNoPureMathMutator()(expr);
VLOG(6) << "End Simplify " << *expr;
}
} // namespace optim
} // namespace cinn