Test monotonicity of expression typings.

test/cctest/compiler/test-typer.cc

+// Copyright 2014 the V8 project authors. All rights reserved.
+// Use of this source code is governed by a BSD-style license that can be
+// found in the LICENSE file.
+
+#include <functional>
+
+#include "src/compiler/node-properties-inl.h"
+#include "src/compiler/typer.h"
+#include "test/cctest/cctest.h"
+#include "test/cctest/compiler/graph-builder-tester.h"
+#include "test/cctest/types.h"
+
+using namespace v8::internal;
+using namespace v8::internal::compiler;
+
+
+
+class TyperTester : public HandleAndZoneScope, public GraphAndBuilders {
+ public:
+  TyperTester()
+      : GraphAndBuilders(main_zone()),
+        types_(main_zone(), isolate()),
+        typer_(main_zone()),
+        javascript_(main_zone()) {
+    Node* s = graph()->NewNode(common()->Start(3));
+    graph()->SetStart(s);
+    context_node_ = graph()->NewNode(common()->Parameter(2), graph()->start());
+    rng_ = isolate()->random_number_generator();
+
+    integers.push_back(0);
+    integers.push_back(0);
+    integers.push_back(-1);
+    integers.push_back(+1);
+    integers.push_back(-V8_INFINITY);
+    integers.push_back(+V8_INFINITY);
+    for (int i = 0; i < 5; ++i) {
+      double x = rng_->NextInt();
+      integers.push_back(x);
+      x *= rng_->NextInt();
+      if (!IsMinusZero(x)) integers.push_back(x);
+    }
+
+    int32s.push_back(0);
+    int32s.push_back(0);
+    int32s.push_back(-1);
+    int32s.push_back(+1);
+    int32s.push_back(kMinInt);
+    int32s.push_back(kMaxInt);
+    for (int i = 0; i < 10; ++i) {
+      int32s.push_back(rng_->NextInt());
+    }
+  }
+
+  Types<Type, Type*, Zone> types_;
+  Typer typer_;
+  JSOperatorBuilder javascript_;
+  Node* context_node_;
+  v8::base::RandomNumberGenerator* rng_;
+  std::vector<double> integers;
+  std::vector<double> int32s;
+
+  Isolate* isolate() { return main_isolate(); }
+  Graph* graph() { return main_graph_; }
+  CommonOperatorBuilder* common() { return &main_common_; }
+
+  Node* Parameter(int index = 0) {
+    return graph()->NewNode(common()->Parameter(index), graph()->start());
+  }
+
+  Type* TypeBinaryOp(const Operator* op, Type* lhs, Type* rhs) {
+    Node* p0 = Parameter(0);
+    Node* p1 = Parameter(1);
+    NodeProperties::SetBounds(p0, Bounds(lhs));
+    NodeProperties::SetBounds(p1, Bounds(rhs));
+    Node* n = graph()->NewNode(
+        op, p0, p1, context_node_, graph()->start(), graph()->start());
+    typer_.Init(n);
+    return NodeProperties::GetBounds(n).upper;
+  }
+
+  Type* RandomRange(bool int32 = false) {
+    std::vector<double>& numbers = int32 ? int32s : integers;
+    Factory* f = isolate()->factory();
+    int i = rng_->NextInt(static_cast<int>(numbers.size()));
+    int j = rng_->NextInt(static_cast<int>(numbers.size()));
+    i::Handle<i::Object> min = f->NewNumber(numbers[i]);
+    i::Handle<i::Object> max = f->NewNumber(numbers[j]);
+    if (min->Number() > max->Number()) std::swap(min, max);
+    return Type::Range(min, max, main_zone());
+  }
+
+  double RandomInt(double min, double max) {
+    switch (rng_->NextInt(4)) {
+      case 0: return min;
+      case 1: return max;
+      default: break;
+    }
+    if (min == +V8_INFINITY) return +V8_INFINITY;
+    if (max == -V8_INFINITY) return -V8_INFINITY;
+    if (min == -V8_INFINITY && max == +V8_INFINITY) {
+      return rng_->NextInt() * static_cast<double>(rng_->NextInt());
+    }
+    double result = nearbyint(min + (max - min) * rng_->NextDouble());
+    if (IsMinusZero(result)) return 0;
+    if (std::isnan(result)) return rng_->NextInt(2) ? min : max;
+    DCHECK(min <= result && result <= max);
+    return result;
+  }
+
+  double RandomInt(Type::RangeType* range) {
+    return RandomInt(range->Min()->Number(), range->Max()->Number());
+  }
+
+  template <class BinaryFunction>
+  void TestBinaryArithOp(const Operator* op, BinaryFunction opfun) {
+    for (int i = 0; i < 100; ++i) {
+      Type::RangeType* r1 = RandomRange()->AsRange();
+      Type::RangeType* r2 = RandomRange()->AsRange();
+      Type* expected_type = TypeBinaryOp(op, r1, r2);
+      double x1 = RandomInt(r1);
+      double x2 = RandomInt(r2);
+      double result_value = opfun(x1, x2);
+      Type* result_type = Type::Constant(
+          isolate()->factory()->NewNumber(result_value), main_zone());
+      CHECK(result_type->Is(expected_type));
+    }
+  }
+
+  template <class BinaryFunction>
+  void TestBinaryCompareOp(const Operator* op, BinaryFunction opfun) {
+    for (int i = 0; i < 100; ++i) {
+      Type::RangeType* r1 = RandomRange()->AsRange();
+      Type::RangeType* r2 = RandomRange()->AsRange();
+      Type* expected_type = TypeBinaryOp(op, r1, r2);
+      double x1 = RandomInt(r1);
+      double x2 = RandomInt(r2);
+      bool result_value = opfun(x1, x2);
+      Type* result_type = Type::Constant(result_value ?
+          isolate()->factory()->true_value() :
+          isolate()->factory()->false_value(), main_zone());
+      CHECK(result_type->Is(expected_type));
+    }
+  }
+
+  template <class BinaryFunction>
+  void TestBinaryBitOp(const Operator* op, BinaryFunction opfun) {
+    for (int i = 0; i < 100; ++i) {
+      Type::RangeType* r1 = RandomRange(true)->AsRange();
+      Type::RangeType* r2 = RandomRange(true)->AsRange();
+      Type* expected_type = TypeBinaryOp(op, r1, r2);
+      int32_t x1 = static_cast<int32_t>(RandomInt(r1));
+      int32_t x2 = static_cast<int32_t>(RandomInt(r2));
+      double result_value = opfun(x1, x2);
+      Type* result_type = Type::Constant(
+          isolate()->factory()->NewNumber(result_value), main_zone());
+      CHECK(result_type->Is(expected_type));
+    }
+  }
+
+  Type* RandomSubtype(Type* type) {
+    Type* subtype;
+    do {
+      subtype = types_.Fuzz();
+    } while (!subtype->Is(type));
+    return subtype;
+  }
+
+  void TestBinaryMonotonicity(const Operator* op) {
+    for (int i = 0; i < 50; ++i) {
+      Type* type1 = types_.Fuzz();
+      Type* type2 = types_.Fuzz();
+      Type* type = TypeBinaryOp(op, type1, type2);
+      Type* subtype1 = RandomSubtype(type1);;
+      Type* subtype2 = RandomSubtype(type2);;
+      Type* subtype = TypeBinaryOp(op, subtype1, subtype2);
+      CHECK(subtype->Is(type));
+    }
+  }
+};
+
+
+static int32_t shift_left(int32_t x, int32_t y) { return x << y; }
+static int32_t shift_right(int32_t x, int32_t y) { return x >> y; }
+static int32_t bit_or(int32_t x, int32_t y) { return x | y; }
+static int32_t bit_and(int32_t x, int32_t y) { return x & y; }
+static int32_t bit_xor(int32_t x, int32_t y) { return x ^ y; }
+
+
+//------------------------------------------------------------------------------
+// Soundness
+//   For simplicity, we currently only test soundness on expression operators
+//   that have a direct equivalent in C++.  Also, testing is currently limited
+//   to ranges as input types.
+
+
+TEST(TypeJSAdd) {
+  TyperTester t;
+  t.TestBinaryArithOp(t.javascript_.Subtract(), std::plus<double>());
+}
+
+
+TEST(TypeJSSubtract) {
+  TyperTester t;
+  t.TestBinaryArithOp(t.javascript_.Subtract(), std::minus<double>());
+}
+
+
+TEST(TypeJSMultiply) {
+  TyperTester t;
+  t.TestBinaryArithOp(t.javascript_.Multiply(), std::multiplies<double>());
+}
+
+
+TEST(TypeJSDivide) {
+  TyperTester t;
+  t.TestBinaryArithOp(t.javascript_.Divide(), std::divides<double>());
+}
+
+
+TEST(TypeJSBitwiseOr) {
+  TyperTester t;
+  t.TestBinaryBitOp(t.javascript_.BitwiseOr(), bit_or);
+}
+
+
+TEST(TypeJSBitwiseAnd) {
+  TyperTester t;
+  t.TestBinaryBitOp(t.javascript_.BitwiseAnd(), bit_and);
+}
+
+
+TEST(TypeJSBitwiseXor) {
+  TyperTester t;
+  t.TestBinaryBitOp(t.javascript_.BitwiseXor(), bit_xor);
+}
+
+
+TEST(TypeJSShiftLeft) {
+  TyperTester t;
+  t.TestBinaryBitOp(t.javascript_.ShiftLeft(), shift_left);
+}
+
+
+TEST(TypeJSShiftRight) {
+  TyperTester t;
+  t.TestBinaryBitOp(t.javascript_.ShiftRight(), shift_right);
+}
+
+
+TEST(TypeJSLessThan) {
+  TyperTester t;
+  t.TestBinaryCompareOp(t.javascript_.LessThan(), std::less<double>());
+}
+
+
+TEST(TypeJSLessThanOrEqual) {
+  TyperTester t;
+  t.TestBinaryCompareOp(
+      t.javascript_.LessThanOrEqual(), std::less_equal<double>());
+}
+
+
+TEST(TypeJSGreaterThan) {
+  TyperTester t;
+  t.TestBinaryCompareOp(t.javascript_.GreaterThan(), std::greater<double>());
+}
+
+
+TEST(TypeJSGreaterThanOrEqual) {
+  TyperTester t;
+  t.TestBinaryCompareOp(
+      t.javascript_.GreaterThanOrEqual(), std::greater_equal<double>());
+}
+
+
+TEST(TypeJSEqual) {
+  TyperTester t;
+  t.TestBinaryCompareOp(t.javascript_.Equal(), std::equal_to<double>());
+}
+
+
+TEST(TypeJSNotEqual) {
+  TyperTester t;
+  t.TestBinaryCompareOp(t.javascript_.NotEqual(), std::not_equal_to<double>());
+}
+
+
+// For numbers there's no difference between strict and non-strict equality.
+TEST(TypeJSStrictEqual) {
+  TyperTester t;
+  t.TestBinaryCompareOp(t.javascript_.StrictEqual(), std::equal_to<double>());
+}
+
+
+TEST(TypeJSStrictNotEqual) {
+  TyperTester t;
+  t.TestBinaryCompareOp(
+      t.javascript_.StrictNotEqual(), std::not_equal_to<double>());
+}
+
+
+//------------------------------------------------------------------------------
+// Monotonicity
+
+
+// List must be in sync with JS_SIMPLE_BINOP_LIST.
+#define JSBINOP_LIST(V) \
+  V(Equal) \
+  V(NotEqual) \
+  V(StrictEqual) \
+  V(StrictNotEqual) \
+  V(LessThan) \
+  V(GreaterThan) \
+  V(LessThanOrEqual) \
+  V(GreaterThanOrEqual) \
+  V(BitwiseOr) \
+  V(BitwiseXor) \
+  V(BitwiseAnd) \
+  V(ShiftLeft) \
+  V(ShiftRight) \
+  V(ShiftRightLogical) \
+  V(Add) \
+  V(Subtract) \
+  V(Multiply) \
+  V(Divide) \
+  V(Modulus)
+
+
+TEST(Monotonicity) {
+  TyperTester t;
+  #define TEST_TYPE(name) \
+      t.TestBinaryMonotonicity(t.javascript_.name());
+  JSBINOP_LIST(TEST_TYPE)
+  #undef TEST_TYPE
+}