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228
Telegram/ThirdParty/range-v3/test/view/set_intersection.cpp
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228
Telegram/ThirdParty/range-v3/test/view/set_intersection.cpp
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// Range v3 library
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//
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// Copyright Eric Niebler 2014-present
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// Copyright Tomislav Ivek 2015-2016
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//
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// Use, modification and distribution is subject to the
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// Boost Software License, Version 1.0. (See accompanying
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// file LICENSE_1_0.txt or copy at
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// http://www.boost.org/LICENSE_1_0.txt)
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//
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// Project home: https://github.com/ericniebler/range-v3
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#include <vector>
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#include <sstream>
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#include <range/v3/core.hpp>
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#include <range/v3/range_for.hpp>
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#include <range/v3/algorithm/set_algorithm.hpp>
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#include <range/v3/algorithm/move.hpp>
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#include <range/v3/iterator/operations.hpp>
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#include <range/v3/iterator/insert_iterators.hpp>
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#include <range/v3/functional/identity.hpp>
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#include <range/v3/utility/copy.hpp>
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#include <range/v3/view/all.hpp>
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#include <range/v3/view/const.hpp>
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#include <range/v3/view/drop_while.hpp>
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#include <range/v3/view/iota.hpp>
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#include <range/v3/view/reverse.hpp>
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#include <range/v3/view/set_algorithm.hpp>
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#include <range/v3/view/stride.hpp>
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#include <range/v3/view/take.hpp>
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#include <range/v3/view/transform.hpp>
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#include "../simple_test.hpp"
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#include "../test_utils.hpp"
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int main()
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{
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using namespace ranges;
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int i1_finite[] = {1, 2, 2, 3, 3, 3, 4, 4, 4, 4};
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int i2_finite[] = { -3, 2, 4, 4, 6, 9};
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auto i1_infinite = views::ints | views::stride(3);
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auto i2_infinite = views::ints | views::transform([](int x)
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{
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return x * x;
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});
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// intersection of two finite ranges
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{
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auto res = views::set_intersection(i1_finite, i2_finite);
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CPP_assert(view_<decltype(res)>);
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CPP_assert(forward_range<decltype(res)>);
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CPP_assert(!random_access_range<decltype(res)>);
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CPP_assert(!common_range<decltype(res)>);
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using R = decltype(res);
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CPP_assert(same_as<range_value_t<R>, int>);
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CPP_assert(same_as<range_reference_t<R>, int&>);
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CPP_assert(same_as<decltype(iter_move(begin(res))), int &&>);
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static_assert(range_cardinality<R>::value == ranges::finite, "Cardinality of intersection with a finite range should be finite!");
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::check_equal(res, {2, 4, 4});
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CHECK(&*begin(res) == &*(begin(i1_finite) + 1));
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}
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// intersection of two infinite ranges
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{
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auto res = views::set_intersection(i1_infinite, i2_infinite);
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CPP_assert(view_<decltype(res)>);
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CPP_assert(forward_range<decltype(res)>);
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CPP_assert(!random_access_range<decltype(res)>);
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CPP_assert(!common_range<decltype(res)>);
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using R = decltype(res);
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CPP_assert(same_as<range_value_t<R>, int>);
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CPP_assert(same_as<range_reference_t<R>, range_reference_t<decltype(i1_infinite)>>);
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CPP_assert(same_as<decltype(iter_move(begin(res))), range_rvalue_reference_t<decltype(i1_infinite)>>);
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static_assert(range_cardinality<R>::value == ranges::unknown, "Cardinality of intersection of infinite ranges should be unknown!");
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::check_equal(res | views::take(5), {0, 9, 36, 81, 144});
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}
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// intersection of a finite and infinite range
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{
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auto res = views::set_intersection(i1_finite, i2_infinite);
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CPP_assert(view_<decltype(res)>);
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CPP_assert(forward_range<decltype(res)>);
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CPP_assert(!random_access_range<decltype(res)>);
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CPP_assert(!common_range<decltype(res)>);
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using R = decltype(res);
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CPP_assert(same_as<range_value_t<R>, int>);
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CPP_assert(same_as<range_reference_t<R>, range_reference_t<decltype(i1_finite)>>);
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CPP_assert(same_as<decltype(iter_move(begin(res))), range_rvalue_reference_t<decltype(i1_finite)>>);
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static_assert(range_cardinality<R>::value == ranges::finite, "Cardinality of intersection with a finite range should be finite!");
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::check_equal(res | views::take(500), {1, 4});
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auto res2 = views::set_intersection(i1_infinite, i2_finite);
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CPP_assert(view_<decltype(res2)>);
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CPP_assert(forward_range<decltype(res2)>);
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CPP_assert(!random_access_range<decltype(res2)>);
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CPP_assert(!common_range<decltype(res2)>);
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using R2 = decltype(res2);
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CPP_assert(same_as<range_value_t<R2>, int>);
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CPP_assert(same_as<range_reference_t<R2>, range_reference_t<decltype(i1_infinite)>>);
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CPP_assert(same_as<range_rvalue_reference_t<R2>, range_rvalue_reference_t<decltype(i1_infinite)>>);
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static_assert(range_cardinality<decltype(res2)>::value == ranges::finite, "Cardinality of intersection with a finite range should be finite!");
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::check_equal(res2 | views::take(500), {6, 9});
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}
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// intersection of a set of unknown cardinality
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{
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auto rng0 = views::iota(10) | views::drop_while([](int i)
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{
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return i < 25;
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});
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static_assert(range_cardinality<decltype(rng0)>::value == ranges::unknown, "");
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auto res = views::set_intersection(i1_finite, rng0);
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static_assert(range_cardinality<decltype(res)>::value == ranges::unknown, "Intersection with a set of unknown cardinality should have unknown cardinality!");
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}
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// test const ranges
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{
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auto res1 = views::set_intersection(views::const_(i1_finite), views::const_(i2_finite));
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using R1 = decltype(res1);
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CPP_assert(same_as<range_value_t<R1>, int>);
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CPP_assert(same_as<range_reference_t<R1>, const int&>);
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CPP_assert(same_as<range_rvalue_reference_t<R1>, const int&&>);
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auto res2 = views::set_intersection(views::const_(i1_finite), i2_finite);
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using R2 = decltype(res2);
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CPP_assert(same_as<range_value_t<R2>, int>);
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CPP_assert(same_as<range_reference_t<R2>, const int&>);
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CPP_assert(same_as<range_rvalue_reference_t<R2>, const int&&>);
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}
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// test different orderings
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{
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auto res = views::set_intersection(views::reverse(i1_finite), views::reverse(i2_finite), [](int a, int b)
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{
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return a > b;
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});
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::check_equal(res, {4, 4, 2});
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}
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// test projections and sets with different element types
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struct S
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{
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int val;
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bool operator==(const S& other) const
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{
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return val == other.val;
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}
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};
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S s_finite[] = {S{-20}, S{-10}, S{1}, S{3}, S{3}, S{6}, S{8}, S{20}};
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{
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auto res1 = views::set_intersection(s_finite, views::ints(-2, 10),
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less(),
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&S::val,
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identity()
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);
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using R1 = decltype(res1);
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CPP_assert(same_as<range_value_t<R1>, S>);
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CPP_assert(same_as<range_reference_t<R1>, S&>);
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CPP_assert(same_as<range_rvalue_reference_t<R1>, S&&>);
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::check_equal(res1, {S{1}, S{3}, S{6}, S{8}});
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auto res2 = views::set_intersection(views::ints(-2, 10), s_finite,
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less(),
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identity(),
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[](const S& x){ return x.val; }
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);
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using R2 = decltype(res2);
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CPP_assert(same_as<range_value_t<R2>, int>);
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CPP_assert(same_as<range_reference_t<R2>, int>);
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CPP_assert(same_as<range_rvalue_reference_t<R2>, int>);
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::check_equal(res2, {1, 3, 6, 8});
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}
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// move
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{
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auto v0 = to<std::vector<MoveOnlyString>>({"a","b","b","c","x","x"});
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auto v1 = to<std::vector<MoveOnlyString>>({"b","x","y","z"});
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auto res = views::set_intersection(v0, v1, [](const MoveOnlyString& a, const MoveOnlyString& b){return a<b;});
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std::vector<MoveOnlyString> expected;
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move(res, back_inserter(expected));
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::check_equal(expected, {"b","x"});
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::check_equal(v0, {"a","","b","c","","x"});
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::check_equal(v1, {"b","x","y","z"});
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using R = decltype(res);
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CPP_assert(same_as<range_value_t<R>, MoveOnlyString>);
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CPP_assert(same_as<range_reference_t<R>, MoveOnlyString &>);
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CPP_assert(same_as<range_rvalue_reference_t<R>, MoveOnlyString &&>);
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}
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{
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auto rng = views::set_intersection(
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debug_input_view<int const>{i1_finite},
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debug_input_view<int const>{i2_finite}
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);
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::check_equal(rng, {2, 4, 4});
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}
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return test_result();
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}
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