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Change ValuesArray to require much less template instantiation depth. PiperOrigin-RevId: 218170842
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@ -1176,6 +1176,112 @@ class NativeArray {
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GTEST_DISALLOW_ASSIGN_(NativeArray);
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GTEST_DISALLOW_ASSIGN_(NativeArray);
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};
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};
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// Backport of std::index_sequence.
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template <size_t... Is>
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struct IndexSequence {
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using type = IndexSequence;
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};
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// Double the IndexSequence, and one if plus_one is true.
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template <bool plus_one, typename T, size_t sizeofT>
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struct DoubleSequence;
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template <size_t... I, size_t sizeofT>
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struct DoubleSequence<true, IndexSequence<I...>, sizeofT> {
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using type = IndexSequence<I..., (sizeofT + I)..., 2 * sizeofT>;
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};
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template <size_t... I, size_t sizeofT>
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struct DoubleSequence<false, IndexSequence<I...>, sizeofT> {
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using type = IndexSequence<I..., (sizeofT + I)...>;
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};
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// Backport of std::make_index_sequence.
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// It uses O(ln(N)) instantiation depth.
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template <size_t N>
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struct MakeIndexSequence
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: DoubleSequence<N % 2 == 1, typename MakeIndexSequence<N / 2>::type,
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N / 2>::type {};
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template <>
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struct MakeIndexSequence<0> : IndexSequence<> {};
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// FIXME: This implementation of ElemFromList is O(1) in instantiation depth,
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// but it is O(N^2) in total instantiations. Not sure if this is the best
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// tradeoff, as it will make it somewhat slow to compile.
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template <typename T, size_t, size_t>
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struct ElemFromListImpl {};
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template <typename T, size_t I>
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struct ElemFromListImpl<T, I, I> {
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using type = T;
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};
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// Get the Nth element from T...
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// It uses O(1) instantiation depth.
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template <size_t N, typename I, typename... T>
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struct ElemFromList;
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template <size_t N, size_t... I, typename... T>
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struct ElemFromList<N, IndexSequence<I...>, T...>
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: ElemFromListImpl<T, N, I>... {};
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template <typename... T>
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class FlatTuple;
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template <typename Derived, size_t I>
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struct FlatTupleElemBase;
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template <typename... T, size_t I>
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struct FlatTupleElemBase<FlatTuple<T...>, I> {
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using value_type =
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typename ElemFromList<I, typename MakeIndexSequence<sizeof...(T)>::type,
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T...>::type;
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FlatTupleElemBase() = default;
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explicit FlatTupleElemBase(value_type t) : value(std::move(t)) {}
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value_type value;
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};
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template <typename Derived, typename Idx>
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struct FlatTupleBase;
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template <size_t... Idx, typename... T>
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struct FlatTupleBase<FlatTuple<T...>, IndexSequence<Idx...>>
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: FlatTupleElemBase<FlatTuple<T...>, Idx>... {
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using Indices = IndexSequence<Idx...>;
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FlatTupleBase() = default;
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explicit FlatTupleBase(T... t)
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: FlatTupleElemBase<FlatTuple<T...>, Idx>(std::move(t))... {}
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};
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// Analog to std::tuple but with different tradeoffs.
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// This class minimizes the template instantiation depth, thus allowing more
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// elements that std::tuple would. std::tuple has been seen to require an
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// instantiation depth of more than 10x the number of elements in some
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// implementations.
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// FlatTuple and ElemFromList are not recursive and have a fixed depth
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// regardless of T...
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// MakeIndexSequence, on the other hand, it is recursive but with an
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// instantiation depth of O(ln(N)).
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template <typename... T>
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class FlatTuple
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: private FlatTupleBase<FlatTuple<T...>,
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typename MakeIndexSequence<sizeof...(T)>::type> {
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using Indices = typename FlatTuple::FlatTupleBase::Indices;
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public:
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FlatTuple() = default;
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explicit FlatTuple(T... t) : FlatTuple::FlatTupleBase(std::move(t)...) {}
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template <size_t I>
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const typename ElemFromList<I, Indices, T...>::type& Get() const {
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return static_cast<const FlatTupleElemBase<FlatTuple, I>*>(this)->value;
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}
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template <size_t I>
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typename ElemFromList<I, Indices, T...>::type& Get() {
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return static_cast<FlatTupleElemBase<FlatTuple, I>*>(this)->value;
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}
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};
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} // namespace internal
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} // namespace internal
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} // namespace testing
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} // namespace testing
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@ -74,27 +74,6 @@ namespace internal {
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// INTERNAL IMPLEMENTATION - DO NOT USE IN USER CODE.
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// INTERNAL IMPLEMENTATION - DO NOT USE IN USER CODE.
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// Utility Functions
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// Utility Functions
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// Block of code creating for_each_in_tuple
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template <int... Is>
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struct sequence {};
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template <int N, int... Is>
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struct generate_sequence : generate_sequence<N - 1, N - 1, Is...> {};
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template <int... Is>
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struct generate_sequence<0, Is...> : sequence<Is...> {};
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template <typename T, typename F, int... Is>
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void ForEachInTupleImpl(T&& t, F f_gtest, sequence<Is...>) {
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int l[] = {(f_gtest(std::get<Is>(t)), 0)...};
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(void)l; // silence "unused variable warning"
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}
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template <typename... T, typename F>
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void ForEachInTuple(const std::tuple<T...>& t, F f_gtest) {
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internal::ForEachInTupleImpl(t, f_gtest,
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internal::generate_sequence<sizeof...(T)>());
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}
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// Outputs a message explaining invalid registration of different
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// Outputs a message explaining invalid registration of different
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// fixture class for the same test case. This may happen when
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// fixture class for the same test case. This may happen when
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// TEST_P macro is used to define two tests with the same name
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// TEST_P macro is used to define two tests with the same name
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@ -747,30 +726,23 @@ internal::ParamGenerator<typename Container::value_type> ValuesIn(
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namespace internal {
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namespace internal {
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// Used in the Values() function to provide polymorphic capabilities.
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// Used in the Values() function to provide polymorphic capabilities.
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template <typename T>
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struct PushBack {
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template <typename U>
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void operator()(const U& u) {
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v_.push_back(static_cast<T>(u));
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}
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std::vector<T>& v_;
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};
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template <typename... Ts>
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template <typename... Ts>
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class ValueArray {
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class ValueArray {
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public:
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public:
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ValueArray(Ts... v) : v_{std::move(v)...} {}
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ValueArray(Ts... v) : v_{std::move(v)...} {}
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template <typename Tn>
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template <typename T>
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operator ParamGenerator<Tn>() const {
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operator ParamGenerator<T>() const { // NOLINT
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std::vector<Tn> vc_accumulate;
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return ValuesIn(MakeVector<T>(MakeIndexSequence<sizeof...(Ts)>()));
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PushBack<Tn> fnc{vc_accumulate};
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ForEachInTuple(v_, fnc);
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return ValuesIn(std::move(vc_accumulate));
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}
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}
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private:
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private:
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std::tuple<Ts...> v_;
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template <typename T, size_t... I>
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std::vector<T> MakeVector(IndexSequence<I...>) const {
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return std::vector<T>{static_cast<T>(v_.template Get<I>())...};
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}
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FlatTuple<Ts...> v_;
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};
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};
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} // namespace internal
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} // namespace internal
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@ -7450,6 +7450,84 @@ TEST(NativeArrayTest, WorksForTwoDimensionalArray) {
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EXPECT_EQ(a, na.begin());
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EXPECT_EQ(a, na.begin());
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}
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}
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// IndexSequence
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TEST(IndexSequence, MakeIndexSequence) {
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using testing::internal::IndexSequence;
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using testing::internal::MakeIndexSequence;
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EXPECT_TRUE(
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(std::is_same<IndexSequence<>, MakeIndexSequence<0>::type>::value));
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EXPECT_TRUE(
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(std::is_same<IndexSequence<0>, MakeIndexSequence<1>::type>::value));
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EXPECT_TRUE(
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(std::is_same<IndexSequence<0, 1>, MakeIndexSequence<2>::type>::value));
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EXPECT_TRUE((
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std::is_same<IndexSequence<0, 1, 2>, MakeIndexSequence<3>::type>::value));
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EXPECT_TRUE(
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(std::is_base_of<IndexSequence<0, 1, 2>, MakeIndexSequence<3>>::value));
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}
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// ElemFromList
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TEST(ElemFromList, Basic) {
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using testing::internal::ElemFromList;
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using Idx = testing::internal::MakeIndexSequence<3>::type;
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EXPECT_TRUE((
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std::is_same<int, ElemFromList<0, Idx, int, double, char>::type>::value));
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EXPECT_TRUE(
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(std::is_same<double,
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ElemFromList<1, Idx, int, double, char>::type>::value));
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EXPECT_TRUE(
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(std::is_same<char,
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ElemFromList<2, Idx, int, double, char>::type>::value));
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EXPECT_TRUE(
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(std::is_same<
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char, ElemFromList<7, testing::internal::MakeIndexSequence<12>::type,
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int, int, int, int, int, int, int, char, int, int,
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int, int>::type>::value));
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}
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// FlatTuple
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TEST(FlatTuple, Basic) {
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using testing::internal::FlatTuple;
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FlatTuple<int, double, const char*> tuple = {};
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EXPECT_EQ(0, tuple.Get<0>());
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EXPECT_EQ(0.0, tuple.Get<1>());
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EXPECT_EQ(nullptr, tuple.Get<2>());
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tuple = FlatTuple<int, double, const char*>(7, 3.2, "Foo");
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EXPECT_EQ(7, tuple.Get<0>());
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EXPECT_EQ(3.2, tuple.Get<1>());
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EXPECT_EQ(std::string("Foo"), tuple.Get<2>());
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tuple.Get<1>() = 5.1;
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EXPECT_EQ(5.1, tuple.Get<1>());
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}
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TEST(FlatTuple, ManyTypes) {
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using testing::internal::FlatTuple;
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// Instantiate FlatTuple with 257 ints.
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// Tests show that we can do it with thousands of elements, but very long
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// compile times makes it unusuitable for this test.
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#define GTEST_FLAT_TUPLE_INT8 int, int, int, int, int, int, int, int,
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#define GTEST_FLAT_TUPLE_INT16 GTEST_FLAT_TUPLE_INT8 GTEST_FLAT_TUPLE_INT8
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#define GTEST_FLAT_TUPLE_INT32 GTEST_FLAT_TUPLE_INT16 GTEST_FLAT_TUPLE_INT16
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#define GTEST_FLAT_TUPLE_INT64 GTEST_FLAT_TUPLE_INT32 GTEST_FLAT_TUPLE_INT32
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#define GTEST_FLAT_TUPLE_INT128 GTEST_FLAT_TUPLE_INT64 GTEST_FLAT_TUPLE_INT64
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#define GTEST_FLAT_TUPLE_INT256 GTEST_FLAT_TUPLE_INT128 GTEST_FLAT_TUPLE_INT128
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// Let's make sure that we can have a very long list of types without blowing
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// up the template instantiation depth.
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FlatTuple<GTEST_FLAT_TUPLE_INT256 int> tuple;
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tuple.Get<0>() = 7;
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tuple.Get<99>() = 17;
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tuple.Get<256>() = 1000;
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EXPECT_EQ(7, tuple.Get<0>());
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EXPECT_EQ(17, tuple.Get<99>());
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EXPECT_EQ(1000, tuple.Get<256>());
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}
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// Tests SkipPrefix().
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// Tests SkipPrefix().
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TEST(SkipPrefixTest, SkipsWhenPrefixMatches) {
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TEST(SkipPrefixTest, SkipsWhenPrefixMatches) {
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