V8 Project
division-by-constant-unittest.cc
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1 // Copyright 2014 the V8 project authors. All rights reserved.
2 // Use of this source code is governed by a BSD-style license that can be
3 // found in the LICENSE file.
4 
5 // Check all examples from table 10-1 of "Hacker's Delight".
6 
8 
9 #include <ostream> // NOLINT
10 
11 #include "testing/gtest-support.h"
12 
13 namespace v8 {
14 namespace base {
15 
16 template <class T>
17 std::ostream& operator<<(std::ostream& os,
18  const MagicNumbersForDivision<T>& mag) {
19  return os << "{ multiplier: " << mag.multiplier << ", shift: " << mag.shift
20  << ", add: " << mag.add << " }";
21 }
22 
23 
24 // Some abbreviations...
25 
28 
29 
30 static M32 s32(int32_t d) {
31  return SignedDivisionByConstant<uint32_t>(static_cast<uint32_t>(d));
32 }
33 
34 
35 static M64 s64(int64_t d) {
36  return SignedDivisionByConstant<uint64_t>(static_cast<uint64_t>(d));
37 }
38 
39 
40 static M32 u32(uint32_t d) { return UnsignedDivisionByConstant<uint32_t>(d); }
41 static M64 u64(uint64_t d) { return UnsignedDivisionByConstant<uint64_t>(d); }
42 
43 
44 TEST(DivisionByConstant, Signed32) {
45  EXPECT_EQ(M32(0x99999999U, 1, false), s32(-5));
46  EXPECT_EQ(M32(0x55555555U, 1, false), s32(-3));
47  int32_t d = -1;
48  for (unsigned k = 1; k <= 32 - 1; ++k) {
49  d *= 2;
50  EXPECT_EQ(M32(0x7FFFFFFFU, k - 1, false), s32(d));
51  }
52  for (unsigned k = 1; k <= 32 - 2; ++k) {
53  EXPECT_EQ(M32(0x80000001U, k - 1, false), s32(1 << k));
54  }
55  EXPECT_EQ(M32(0x55555556U, 0, false), s32(3));
56  EXPECT_EQ(M32(0x66666667U, 1, false), s32(5));
57  EXPECT_EQ(M32(0x2AAAAAABU, 0, false), s32(6));
58  EXPECT_EQ(M32(0x92492493U, 2, false), s32(7));
59  EXPECT_EQ(M32(0x38E38E39U, 1, false), s32(9));
60  EXPECT_EQ(M32(0x66666667U, 2, false), s32(10));
61  EXPECT_EQ(M32(0x2E8BA2E9U, 1, false), s32(11));
62  EXPECT_EQ(M32(0x2AAAAAABU, 1, false), s32(12));
63  EXPECT_EQ(M32(0x51EB851FU, 3, false), s32(25));
64  EXPECT_EQ(M32(0x10624DD3U, 3, false), s32(125));
65  EXPECT_EQ(M32(0x68DB8BADU, 8, false), s32(625));
66 }
67 
68 
69 TEST(DivisionByConstant, Unsigned32) {
70  EXPECT_EQ(M32(0x00000000U, 0, true), u32(1));
71  for (unsigned k = 1; k <= 30; ++k) {
72  EXPECT_EQ(M32(1U << (32 - k), 0, false), u32(1U << k));
73  }
74  EXPECT_EQ(M32(0xAAAAAAABU, 1, false), u32(3));
75  EXPECT_EQ(M32(0xCCCCCCCDU, 2, false), u32(5));
76  EXPECT_EQ(M32(0xAAAAAAABU, 2, false), u32(6));
77  EXPECT_EQ(M32(0x24924925U, 3, true), u32(7));
78  EXPECT_EQ(M32(0x38E38E39U, 1, false), u32(9));
79  EXPECT_EQ(M32(0xCCCCCCCDU, 3, false), u32(10));
80  EXPECT_EQ(M32(0xBA2E8BA3U, 3, false), u32(11));
81  EXPECT_EQ(M32(0xAAAAAAABU, 3, false), u32(12));
82  EXPECT_EQ(M32(0x51EB851FU, 3, false), u32(25));
83  EXPECT_EQ(M32(0x10624DD3U, 3, false), u32(125));
84  EXPECT_EQ(M32(0xD1B71759U, 9, false), u32(625));
85 }
86 
87 
88 TEST(DivisionByConstant, Signed64) {
89  EXPECT_EQ(M64(0x9999999999999999ULL, 1, false), s64(-5));
90  EXPECT_EQ(M64(0x5555555555555555ULL, 1, false), s64(-3));
91  int64_t d = -1;
92  for (unsigned k = 1; k <= 64 - 1; ++k) {
93  d *= 2;
94  EXPECT_EQ(M64(0x7FFFFFFFFFFFFFFFULL, k - 1, false), s64(d));
95  }
96  for (unsigned k = 1; k <= 64 - 2; ++k) {
97  EXPECT_EQ(M64(0x8000000000000001ULL, k - 1, false), s64(1LL << k));
98  }
99  EXPECT_EQ(M64(0x5555555555555556ULL, 0, false), s64(3));
100  EXPECT_EQ(M64(0x6666666666666667ULL, 1, false), s64(5));
101  EXPECT_EQ(M64(0x2AAAAAAAAAAAAAABULL, 0, false), s64(6));
102  EXPECT_EQ(M64(0x4924924924924925ULL, 1, false), s64(7));
103  EXPECT_EQ(M64(0x1C71C71C71C71C72ULL, 0, false), s64(9));
104  EXPECT_EQ(M64(0x6666666666666667ULL, 2, false), s64(10));
105  EXPECT_EQ(M64(0x2E8BA2E8BA2E8BA3ULL, 1, false), s64(11));
106  EXPECT_EQ(M64(0x2AAAAAAAAAAAAAABULL, 1, false), s64(12));
107  EXPECT_EQ(M64(0xA3D70A3D70A3D70BULL, 4, false), s64(25));
108  EXPECT_EQ(M64(0x20C49BA5E353F7CFULL, 4, false), s64(125));
109  EXPECT_EQ(M64(0x346DC5D63886594BULL, 7, false), s64(625));
110 }
111 
112 
113 TEST(DivisionByConstant, Unsigned64) {
114  EXPECT_EQ(M64(0x0000000000000000ULL, 0, true), u64(1));
115  for (unsigned k = 1; k <= 64 - 2; ++k) {
116  EXPECT_EQ(M64(1ULL << (64 - k), 0, false), u64(1ULL << k));
117  }
118  EXPECT_EQ(M64(0xAAAAAAAAAAAAAAABULL, 1, false), u64(3));
119  EXPECT_EQ(M64(0xCCCCCCCCCCCCCCCDULL, 2, false), u64(5));
120  EXPECT_EQ(M64(0xAAAAAAAAAAAAAAABULL, 2, false), u64(6));
121  EXPECT_EQ(M64(0x2492492492492493ULL, 3, true), u64(7));
122  EXPECT_EQ(M64(0xE38E38E38E38E38FULL, 3, false), u64(9));
123  EXPECT_EQ(M64(0xCCCCCCCCCCCCCCCDULL, 3, false), u64(10));
124  EXPECT_EQ(M64(0x2E8BA2E8BA2E8BA3ULL, 1, false), u64(11));
125  EXPECT_EQ(M64(0xAAAAAAAAAAAAAAABULL, 3, false), u64(12));
126  EXPECT_EQ(M64(0x47AE147AE147AE15ULL, 5, true), u64(25));
127  EXPECT_EQ(M64(0x0624DD2F1A9FBE77ULL, 7, true), u64(125));
128  EXPECT_EQ(M64(0x346DC5D63886594BULL, 7, false), u64(625));
129 }
130 
131 } // namespace base
132 } // namespace v8
int int32_t
Definition: unicode.cc:24
static M64 u64(uint64_t d)
static M32 s32(int32_t d)
MagicNumbersForDivision< uint64_t > M64
static M64 s64(int64_t d)
TEST(CPUTest, FeatureImplications)
Definition: cpu-unittest.cc:11
std::ostream & operator<<(std::ostream &os, const MagicNumbersForDivision< T > &mag)
MagicNumbersForDivision< uint32_t > M32
static M32 u32(uint32_t d)
Debugger support for the V8 JavaScript engine.
Definition: accessors.cc:20