Chromium Code Reviews| Index: sync/internal_api/public/base/ordinal_unittest.cc |
| diff --git a/sync/internal_api/public/base/ordinal_unittest.cc b/sync/internal_api/public/base/ordinal_unittest.cc |
| new file mode 100644 |
| index 0000000000000000000000000000000000000000..978751b31ca04b98ac9671e7c4ed05c1a2cbcf61 |
| --- /dev/null |
| +++ b/sync/internal_api/public/base/ordinal_unittest.cc |
| @@ -0,0 +1,361 @@ |
| +// Copyright (c) 2012 The Chromium 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 "base/basictypes.h" |
| +#include "sync/internal_api/public/base/ordinal.h" |
| +#include "testing/gtest/include/gtest/gtest.h" |
| + |
| +#include <algorithm> |
| +#include <string> |
| +#include <vector> |
| + |
| +namespace syncer { |
| + |
| +namespace { |
| + |
| +struct TestOrdinalTraits { |
| + static const uint8 kZeroDigit = '0'; |
| + static const uint8 kMaxDigit = '3'; |
| + static const size_t kMinLength = 1; |
| +}; |
| + |
| +struct LongOrdinalTraits { |
| + static const uint8 kZeroDigit = '0'; |
| + static const uint8 kMaxDigit = '9'; |
| + static const size_t kMinLength = 5; |
| +}; |
| + |
| +struct LargeOrdinalTraits { |
| + static const uint8 kZeroDigit = 0; |
| + static const uint8 kMaxDigit = kuint8max; |
| + static const size_t kMinLength = 1; |
| +}; |
| + |
| +typedef Ordinal<TestOrdinalTraits> TestOrdinal; |
| +typedef Ordinal<LongOrdinalTraits> LongOrdinal; |
| +typedef Ordinal<LargeOrdinalTraits> LargeOrdinal; |
| + |
| +COMPILE_ASSERT(TestOrdinal::kZeroDigit == '0', |
| + TestOrdinalHasCorrectZeroDigit); |
| +COMPILE_ASSERT(TestOrdinal::kOneDigit == '1', |
| + TestOrdinalHasCorrectOneDigit); |
| +COMPILE_ASSERT(TestOrdinal::kMidDigit == '2', |
| + TestOrdinalHasCorrectMidDigit); |
| +COMPILE_ASSERT(TestOrdinal::kMaxDigit == '3', |
| + TestOrdinalHasCorrectMaxDigit); |
| +COMPILE_ASSERT(TestOrdinal::kMidDigitValue == 2, |
| + TestOrdinalHasCorrectMidDigitValue); |
| +COMPILE_ASSERT(TestOrdinal::kMaxDigitValue == 3, |
| + TestOrdinalHasCorrectMaxDigitValue); |
| +COMPILE_ASSERT(TestOrdinal::kRadix == 4, |
| + TestOrdinalHasCorrectRadix); |
| + |
| +COMPILE_ASSERT(LongOrdinal::kZeroDigit == '0', |
| + LongOrdinalkZeroDigit_incorrect); |
| +COMPILE_ASSERT(LongOrdinal::kOneDigit == '1', |
| + LongOrdinalkOneDigit_incorrect); |
| +COMPILE_ASSERT(LongOrdinal::kMidDigit == '5', |
| + LongOrdinalkMidDigit_incorrect); |
| +COMPILE_ASSERT(LongOrdinal::kMaxDigit == '9', |
| + LongOrdinalkMaxDigit_incorrect); |
| +COMPILE_ASSERT(LongOrdinal::kMidDigitValue == 5, |
| + LongOrdinalkMidDigitValue_incorrect); |
| +COMPILE_ASSERT(LongOrdinal::kMaxDigitValue == 9, |
| + LongOrdinalkMaxDigitValue_incorrect); |
| +COMPILE_ASSERT(LongOrdinal::kRadix == 10, |
| + LongOrdinalkRadix_incorrect); |
| + |
| +COMPILE_ASSERT(static_cast<char>(LargeOrdinal::kZeroDigit) == '\x00', |
| + LargeOrdinalkZeroDigit_incorrect); |
| +COMPILE_ASSERT(static_cast<char>(LargeOrdinal::kOneDigit) == '\x01', |
| + LargeOrdinalkOneDigit_incorrect); |
| +COMPILE_ASSERT(static_cast<char>(LargeOrdinal::kMidDigit) == '\x80', |
| + LargeOrdinalkMidDigit_incorrect); |
| +COMPILE_ASSERT(static_cast<char>(LargeOrdinal::kMaxDigit) == '\xff', |
| + LargeOrdinalkMaxDigit_incorrect); |
| +COMPILE_ASSERT(LargeOrdinal::kMidDigitValue == 128, |
| + LargeOrdinalkMidDigitValue_incorrect); |
| +COMPILE_ASSERT(LargeOrdinal::kMaxDigitValue == 255, |
| + LargeOrdinalkMaxDigitValue_incorrect); |
| +COMPILE_ASSERT(LargeOrdinal::kRadix == 256, |
| + LargeOrdinalkRadix_incorrect); |
| + |
| +// Create Ordinals that satisfy all but one criterion for validity. |
| +// IsValid() should return false for all of them. |
| +TEST(Ordinal, Invalid) { |
| + // Length criterion. |
| + EXPECT_FALSE(TestOrdinal("").IsValid()); |
| + EXPECT_FALSE(LongOrdinal("0001").IsValid()); |
| + |
| + const char kBeforeZero[] = { '0' - 1, '\0' }; |
| + const char kAfterNine[] = { '9' + 1, '\0' }; |
| + |
| + // Character criterion. |
| + EXPECT_FALSE(TestOrdinal(kBeforeZero).IsValid()); |
| + EXPECT_FALSE(TestOrdinal("4").IsValid()); |
| + EXPECT_FALSE(LongOrdinal(std::string("0000") + kBeforeZero).IsValid()); |
| + EXPECT_FALSE(LongOrdinal(std::string("0000") + kAfterNine).IsValid()); |
| + |
| + // Zero criterion. |
| + EXPECT_FALSE(TestOrdinal("0").IsValid()); |
| + EXPECT_FALSE(TestOrdinal("00000").IsValid()); |
| + |
| + // Trailing zero criterion. |
| + EXPECT_FALSE(TestOrdinal("10").IsValid()); |
| + EXPECT_FALSE(TestOrdinal("111110").IsValid()); |
| +} |
| + |
| +// Create Ordinals that satisfy all criteria for validity. |
| +// IsValid() should return true for all of them. |
| +TEST(Ordinal, Valid) { |
| + // Length criterion. |
| + EXPECT_TRUE(TestOrdinal("1").IsValid()); |
| + EXPECT_TRUE(LongOrdinal("10000").IsValid()); |
| +} |
| + |
| +// Create Ordinals from CreateInitialOrdinal. They should be valid |
| +// and close to the middle of the range. |
| +TEST(Ordinal, CreateInitialOrdinal) { |
| + const TestOrdinal& ordinal1 = TestOrdinal::CreateInitialOrdinal(); |
| + const LongOrdinal& ordinal2 = LongOrdinal::CreateInitialOrdinal(); |
| + ASSERT_TRUE(ordinal1.IsValid()); |
| + ASSERT_TRUE(ordinal2.IsValid()); |
| + EXPECT_TRUE(ordinal1.Equals(TestOrdinal("2"))); |
| + EXPECT_TRUE(ordinal2.Equals(LongOrdinal("50000"))); |
| +} |
| + |
| +// Create an invalid and a valid Ordinal. EqualsOrBothInvalid should |
| +// return true if called reflexively and false otherwise. |
| +TEST(Ordinal, EqualsOrBothInvalid) { |
| + const TestOrdinal& valid_ordinal = TestOrdinal::CreateInitialOrdinal(); |
| + const TestOrdinal invalid_ordinal; |
| + |
| + EXPECT_TRUE(valid_ordinal.EqualsOrBothInvalid(valid_ordinal)); |
| + EXPECT_TRUE(invalid_ordinal.EqualsOrBothInvalid(invalid_ordinal)); |
| + EXPECT_FALSE(invalid_ordinal.EqualsOrBothInvalid(valid_ordinal)); |
| + EXPECT_FALSE(valid_ordinal.EqualsOrBothInvalid(invalid_ordinal)); |
| +} |
| + |
| +// Create three Ordinals in order. LessThan should return values |
| +// consistent with that order. |
| +TEST(Ordinal, LessThan) { |
| + const TestOrdinal small_ordinal("1"); |
| + const TestOrdinal middle_ordinal("2"); |
| + const TestOrdinal big_ordinal("3"); |
| + |
| + EXPECT_FALSE(small_ordinal.LessThan(small_ordinal)); |
| + EXPECT_TRUE(small_ordinal.LessThan(middle_ordinal)); |
| + EXPECT_TRUE(small_ordinal.LessThan(big_ordinal)); |
| + |
| + EXPECT_FALSE(middle_ordinal.LessThan(small_ordinal)); |
| + EXPECT_FALSE(middle_ordinal.LessThan(middle_ordinal)); |
| + EXPECT_TRUE(middle_ordinal.LessThan(big_ordinal)); |
| + |
| + EXPECT_FALSE(big_ordinal.LessThan(small_ordinal)); |
| + EXPECT_FALSE(big_ordinal.LessThan(middle_ordinal)); |
| + EXPECT_FALSE(big_ordinal.LessThan(big_ordinal)); |
| +} |
| + |
| +// Create two single-digit ordinals with byte values 0 and 255. The |
| +// former should compare as less than the latter, even though the |
| +// native char type may be signed. |
| +TEST(Ordinal, LessThanLarge) { |
| + const LargeOrdinal small_ordinal("\x01"); |
| + const LargeOrdinal big_ordinal("\xff"); |
| + |
| + EXPECT_TRUE(small_ordinal.LessThan(big_ordinal)); |
| +} |
| + |
| +// Create three Ordinals in order. GreaterThan should return values |
| +// consistent with that order. |
| +TEST(Ordinal, GreaterThan) { |
| + const LongOrdinal small_ordinal("10000"); |
| + const LongOrdinal middle_ordinal("55555"); |
| + const LongOrdinal big_ordinal("99999"); |
| + |
| + EXPECT_FALSE(small_ordinal.GreaterThan(small_ordinal)); |
| + EXPECT_FALSE(small_ordinal.GreaterThan(middle_ordinal)); |
| + EXPECT_FALSE(small_ordinal.GreaterThan(big_ordinal)); |
| + |
| + EXPECT_TRUE(middle_ordinal.GreaterThan(small_ordinal)); |
| + EXPECT_FALSE(middle_ordinal.GreaterThan(middle_ordinal)); |
| + EXPECT_FALSE(middle_ordinal.GreaterThan(big_ordinal)); |
| + |
| + EXPECT_TRUE(big_ordinal.GreaterThan(small_ordinal)); |
| + EXPECT_TRUE(big_ordinal.GreaterThan(middle_ordinal)); |
| + EXPECT_FALSE(big_ordinal.GreaterThan(big_ordinal)); |
| +} |
| + |
| +// Create two valid Ordinals. Equals should return true only when |
| +// called reflexively. |
| +TEST(Ordinal, Equals) { |
| + const TestOrdinal ordinal1("1"); |
| + const TestOrdinal ordinal2("2"); |
| + |
| + EXPECT_TRUE(ordinal1.Equals(ordinal1)); |
| + EXPECT_FALSE(ordinal1.Equals(ordinal2)); |
| + |
| + EXPECT_FALSE(ordinal2.Equals(ordinal1)); |
| + EXPECT_TRUE(ordinal2.Equals(ordinal2)); |
| +} |
| + |
| +// Create some valid ordinals from some byte strings. |
| +// ToInternalValue() should return the original byte string. |
| +TEST(OrdinalTest, ToInternalValue) { |
| + EXPECT_EQ("2", TestOrdinal("2").ToInternalValue()); |
| + EXPECT_EQ("12345", LongOrdinal("12345").ToInternalValue()); |
| + EXPECT_EQ("\1\2\3\4\5", LargeOrdinal("\1\2\3\4\5").ToInternalValue()); |
| +} |
| + |
| +// Create some invalid/valid ordinals. ToDebugString() should always |
| +// return a printable string. |
| +TEST(OrdinalTest, ToDebugString) { |
| + EXPECT_EQ("INVALID[]", TestOrdinal().ToDebugString()); |
|
rlarocque
2012/09/06 23:19:21
IMO, this is a bit too strict. There are other wa
akalin
2012/09/06 23:44:32
Done.
|
| + EXPECT_EQ("INVALID[invalid string]", |
| + TestOrdinal("invalid string").ToDebugString()); |
| + EXPECT_EQ("2", TestOrdinal("2").ToDebugString()); |
| + EXPECT_EQ("12345", LongOrdinal("12345").ToDebugString()); |
| + EXPECT_EQ("\\u0001\\u0002\\u0003\\u0004\\u0005", |
| + LargeOrdinal("\1\2\3\4\5").ToDebugString()); |
| +} |
| + |
| +// Create three Ordinals in order. LessThanFn should return values |
| +// consistent with that order. |
| +TEST(Ordinal, LessThanFn) { |
| + const TestOrdinal small_ordinal("1"); |
| + const TestOrdinal middle_ordinal("2"); |
| + const TestOrdinal big_ordinal("3"); |
| + |
| + const TestOrdinal::LessThanFn less_than; |
| + |
| + EXPECT_FALSE(less_than(small_ordinal, small_ordinal)); |
| + EXPECT_TRUE(less_than(small_ordinal, middle_ordinal)); |
| + EXPECT_TRUE(less_than(small_ordinal, big_ordinal)); |
| + |
| + EXPECT_FALSE(less_than(middle_ordinal, small_ordinal)); |
| + EXPECT_FALSE(less_than(middle_ordinal, middle_ordinal)); |
| + EXPECT_TRUE(less_than(middle_ordinal, big_ordinal)); |
| + |
| + EXPECT_FALSE(less_than(big_ordinal, small_ordinal)); |
| + EXPECT_FALSE(less_than(big_ordinal, middle_ordinal)); |
| + EXPECT_FALSE(less_than(big_ordinal, big_ordinal)); |
| +} |
| + |
| +template <typename Traits> |
| +std::string GetBetween(const std::string& ordinal_string1, |
| + const std::string& ordinal_string2) { |
| + const Ordinal<Traits> ordinal1(ordinal_string1); |
| + const Ordinal<Traits> ordinal2(ordinal_string2); |
| + const Ordinal<Traits> between1 = ordinal1.CreateBetween(ordinal2); |
| + const Ordinal<Traits> between2 = ordinal2.CreateBetween(ordinal1); |
| + EXPECT_TRUE(between1.Equals(between2)); |
| + return between1.ToInternalValue(); |
| +} |
| + |
| +// Create some Ordinals from single-digit strings. Given two strings |
| +// from this set, CreateBetween should return an Ordinal roughly between |
| +// them that are also single-digit when possible. |
| +TEST(Ordinal, CreateBetweenSingleDigit) { |
| + EXPECT_EQ("2", GetBetween<TestOrdinal>("1", "3")); |
| + EXPECT_EQ("12", GetBetween<TestOrdinal>("1", "2")); |
| + EXPECT_EQ("22", GetBetween<TestOrdinal>("2", "3")); |
| +} |
| + |
| +// Create some Ordinals from strings of various lengths. Given two |
| +// strings from this set, CreateBetween should return an Ordinal roughly |
| +// between them that have as few digits as possible. |
| +TEST(Ordinal, CreateBetweenDifferentLengths) { |
| + EXPECT_EQ("102", GetBetween<TestOrdinal>("1", "11")); |
| + EXPECT_EQ("2", GetBetween<TestOrdinal>("1", "31")); |
| + EXPECT_EQ("132", GetBetween<TestOrdinal>("13", "2")); |
| + EXPECT_EQ("2", GetBetween<TestOrdinal>("10001", "3")); |
| + EXPECT_EQ("20000", GetBetween<LongOrdinal>("10001", "30000")); |
| + EXPECT_EQ("2", GetBetween<TestOrdinal>("10002", "3")); |
| + EXPECT_EQ("20001", GetBetween<LongOrdinal>("10002", "30000")); |
| + EXPECT_EQ("2", GetBetween<TestOrdinal>("1", "30002")); |
| + EXPECT_EQ("20001", GetBetween<LongOrdinal>("10000", "30002")); |
| +} |
| + |
| +// Create some Ordinals specifically designed to trigger overflow |
| +// cases. Given two strings from this set, CreateBetween should |
| +// return an Ordinal roughly between them that have as few digits as |
| +// possible. |
| +TEST(Ordinal, CreateBetweenOverflow) { |
| + EXPECT_EQ("03", GetBetween<TestOrdinal>("01", "11")); |
| + EXPECT_EQ("13", GetBetween<TestOrdinal>("11", "21")); |
| + EXPECT_EQ("113", GetBetween<TestOrdinal>("111", "121")); |
| + EXPECT_EQ("2", GetBetween<TestOrdinal>("001", "333")); |
| + EXPECT_EQ("31", GetBetween<TestOrdinal>("222", "333")); |
| + EXPECT_EQ("3", GetBetween<TestOrdinal>("201", "333")); |
| + EXPECT_EQ("2", GetBetween<TestOrdinal>("003", "333")); |
| + EXPECT_EQ("2", GetBetween<TestOrdinal>("2223", "1113")); |
| +} |
| + |
| +// Create some Ordinals specifically designed to trigger digit |
| +// overflow cases. Given two strings from this set, CreateBetween |
| +// should return an Ordinal roughly between them that have as few digits |
| +// as possible. |
| +TEST(Ordinal, CreateBetweenOverflowLarge) { |
| + EXPECT_EQ("\x80", GetBetween<LargeOrdinal>("\x01\xff", "\xff\xff")); |
| + EXPECT_EQ("\xff\xfe\x80", GetBetween<LargeOrdinal>("\xff\xfe", "\xff\xff")); |
| +} |
| + |
| +// Create some Ordinals. CreateBefore should return an Ordinal |
| +// roughly halfway towards 0. |
| +TEST(Ordinal, CreateBefore) { |
| + EXPECT_EQ("02", TestOrdinal("1").CreateBefore().ToInternalValue()); |
| + EXPECT_EQ("03", TestOrdinal("11").CreateBefore().ToInternalValue()); |
| + EXPECT_EQ("03", TestOrdinal("12").CreateBefore().ToInternalValue()); |
| + EXPECT_EQ("1", TestOrdinal("13").CreateBefore().ToInternalValue()); |
| +} |
| + |
| +// Create some Ordinals. CreateAfter should return an Ordinal |
| +// roughly halfway towards 0. |
| +TEST(Ordinal, CreateAfter) { |
| + EXPECT_EQ("31", TestOrdinal("3").CreateAfter().ToInternalValue()); |
| + EXPECT_EQ("322", TestOrdinal("32").CreateAfter().ToInternalValue()); |
| + EXPECT_EQ("33322", TestOrdinal("3332").CreateAfter().ToInternalValue()); |
| + EXPECT_EQ("3", TestOrdinal("22").CreateAfter().ToInternalValue()); |
| + EXPECT_EQ("3", TestOrdinal("23").CreateAfter().ToInternalValue()); |
| +} |
| + |
| +// Create two valid Ordinals. EqualsFn should return true only when |
| +// called reflexively. |
| +TEST(Ordinal, EqualsFn) { |
| + const TestOrdinal ordinal1("1"); |
| + const TestOrdinal ordinal2("2"); |
| + |
| + const TestOrdinal::EqualsFn equals; |
| + |
| + EXPECT_TRUE(equals(ordinal1, ordinal1)); |
| + EXPECT_FALSE(equals(ordinal1, ordinal2)); |
| + |
| + EXPECT_FALSE(equals(ordinal2, ordinal1)); |
| + EXPECT_TRUE(equals(ordinal2,ordinal2)); |
| +} |
| + |
| +// Create some Ordinals and shuffle them. Sorting them using |
| +// LessThanFn should produce the correct order. |
| +TEST(Ordinal, Sort) { |
| + const LongOrdinal ordinal1("12345"); |
| + const LongOrdinal ordinal2("54321"); |
| + const LongOrdinal ordinal3("87654"); |
| + const LongOrdinal ordinal4("98765"); |
| + |
| + std::vector<LongOrdinal> sorted_ordinals; |
| + sorted_ordinals.push_back(ordinal1); |
| + sorted_ordinals.push_back(ordinal2); |
| + sorted_ordinals.push_back(ordinal3); |
| + sorted_ordinals.push_back(ordinal4); |
| + |
| + std::vector<LongOrdinal> ordinals = sorted_ordinals; |
| + std::random_shuffle(ordinals.begin(), ordinals.end()); |
| + std::sort(ordinals.begin(), ordinals.end(), LongOrdinal::LessThanFn()); |
| + EXPECT_TRUE(std::equal(ordinals.begin(), ordinals.end(), |
| + sorted_ordinals.begin(), LongOrdinal::EqualsFn())); |
| +} |
| + |
| +} // namespace |
| + |
| +} // namespace syncer |