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Add minimal GFD and GFD with multiple conclusion tests
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#include <gmock/gmock.h> | ||
#include <gtest/gtest.h> | ||
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#include "algorithms/algo_factory.h" | ||
#include "algorithms/gfd/gfd_miner.h" | ||
#include "config/names.h" | ||
#include "csv_config_util.h" | ||
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using namespace algos; | ||
using algos::StdParamsMap; | ||
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namespace tests { | ||
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class GfdMiningTest : public ::testing::Test { | ||
public: | ||
std::filesystem::path const current_path = kTestDataDir / "graph_data"; | ||
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static std::unique_ptr<algos::GfdMiner> CreateGfdMiningInstance( | ||
std::filesystem::path const& graph_path, std::size_t const k, std::size_t const sigma) { | ||
StdParamsMap option_map = {{config::names::kGraphData, graph_path}, | ||
{config::names::kGfdK, k}, | ||
{config::names::kGfdSigma, sigma}}; | ||
return algos::CreateAndLoadAlgorithm<GfdMiner>(option_map); | ||
} | ||
}; | ||
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TEST_F(GfdMiningTest, TestMinGfd) { | ||
std::filesystem::path const gfd_path = GfdMiningTest::current_path / "blogs_gfd.dot"; | ||
std::ifstream f(gfd_path); | ||
Gfd gfd = parser::graph_parser::ReadGfd(f); | ||
std::vector<Gfd> gfds = {gfd}; | ||
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std::filesystem::path const graph_path = GfdMiningTest::current_path / "blogs_graph.dot"; | ||
auto algorithm = CreateGfdMiningInstance(graph_path, 2, 3); | ||
algorithm->Execute(); | ||
std::vector<Gfd> gfd_list = algorithm->GfdList(); | ||
algorithm = CreateGfdMiningInstance(graph_path, 3, 3); | ||
algorithm->Execute(); | ||
std::size_t expected_size = gfd_list.size(); | ||
gfd_list = algorithm->GfdList(); | ||
ASSERT_EQ(expected_size, gfd_list.size()); | ||
for (std::size_t index = 0; index < gfd_list.size(); ++index) { | ||
ASSERT_TRUE(gfds.at(index) == gfd_list.at(index)); | ||
} | ||
} | ||
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TEST_F(GfdMiningTest, TestComplexConclusion) { | ||
std::filesystem::path const gfd_path = GfdMiningTest::current_path / "channels_gfd.dot"; | ||
std::ifstream f(gfd_path); | ||
Gfd gfd = parser::graph_parser::ReadGfd(f); | ||
std::vector<Gfd> gfds = {gfd}; | ||
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std::filesystem::path const graph_path = GfdMiningTest::current_path / "channels_graph.dot"; | ||
auto algorithm = CreateGfdMiningInstance(graph_path, 2, 3); | ||
algorithm->Execute(); | ||
std::vector<Gfd> gfd_list = algorithm->GfdList(); | ||
std::size_t expected_size = 1; | ||
ASSERT_EQ(expected_size, gfd_list.size()); | ||
for (std::size_t index = 0; index < gfd_list.size(); ++index) { | ||
ASSERT_TRUE(gfds.at(index) == gfd_list.at(index)); | ||
} | ||
} | ||
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TEST_F(GfdMiningTest, TestMovies) { | ||
std::filesystem::path const graph_path = GfdMiningTest::current_path / "movies_graph.dot"; | ||
auto algorithm = CreateGfdMiningInstance(graph_path, 4, 2); | ||
algorithm->Execute(); | ||
std::vector<Gfd> gfd_list = algorithm->GfdList(); | ||
std::size_t expected_size = 0; | ||
ASSERT_EQ(expected_size, gfd_list.size()); | ||
} | ||
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TEST_F(GfdMiningTest, TestSymbols) { | ||
std::vector<Gfd> gfds = {}; | ||
std::size_t expected_size = 2; | ||
for (std::size_t index = 0; index < expected_size; ++index) { | ||
std::filesystem::path const gfd_path = | ||
GfdMiningTest::current_path / ("symbols_gfd" + std::to_string(index + 1) + ".dot"); | ||
std::ifstream f(gfd_path); | ||
Gfd gfd = parser::graph_parser::ReadGfd(f); | ||
gfds.push_back(gfd); | ||
} | ||
std::filesystem::path const graph_path = GfdMiningTest::current_path / "symbols_graph.dot"; | ||
auto algorithm = CreateGfdMiningInstance(graph_path, 2, 5); | ||
algorithm->Execute(); | ||
std::vector<Gfd> gfd_list = algorithm->GfdList(); | ||
ASSERT_EQ(expected_size, gfd_list.size()); | ||
for (std::size_t index = 0; index < gfd_list.size(); ++index) { | ||
ASSERT_TRUE(gfds.at(index) == gfd_list.at(index)); | ||
} | ||
} | ||
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TEST_F(GfdMiningTest, TestShapes) { | ||
std::vector<Gfd> gfds = {}; | ||
std::size_t expected_size = 2; | ||
for (std::size_t index = 0; index < expected_size; ++index) { | ||
std::filesystem::path const gfd_path = | ||
GfdMiningTest::current_path / ("shapes_gfd" + std::to_string(index + 1) + ".dot"); | ||
std::ifstream f(gfd_path); | ||
Gfd gfd = parser::graph_parser::ReadGfd(f); | ||
gfds.push_back(gfd); | ||
} | ||
std::filesystem::path const graph_path = GfdMiningTest::current_path / "shapes_graph.dot"; | ||
auto algorithm = CreateGfdMiningInstance(graph_path, 3, 10); | ||
algorithm->Execute(); | ||
std::vector<Gfd> gfd_list = algorithm->GfdList(); | ||
ASSERT_EQ(expected_size, gfd_list.size()); | ||
for (std::size_t index = 0; index < gfd_list.size(); ++index) { | ||
ASSERT_TRUE(gfds.at(index) == gfd_list.at(index)); | ||
} | ||
} | ||
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} // namespace tests |
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0.author=1.name | ||
graph G { | ||
0[label=blog]; | ||
1[label=account]; | ||
0--1 [label=post]; | ||
} |
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graph G { | ||
0[label=blog author=Leonardo]; | ||
1[label=blog author=Raphael]; | ||
2[label=blog author=Donatello]; | ||
3[label=blog author=Michelangelo]; | ||
4[label=blog author=Donatello]; | ||
5[label=blog author=Michelangelo]; | ||
6[label=blog author=Donatello]; | ||
7[label=account name=Leonardo]; | ||
8[label=account name=Donatello]; | ||
9[label=account name=Raphael]; | ||
10[label=account name=Michelangelo]; | ||
7--0 [label=post]; | ||
7--1 [label=like]; | ||
7--2 [label=like]; | ||
8--0 [label=like]; | ||
8--2 [label=post]; | ||
8--4 [label=post]; | ||
8--5 [label=like]; | ||
8--6 [label=post]; | ||
9--1 [label=post]; | ||
9--3 [label=like]; | ||
10--3 [label=post]; | ||
10--4 [label=like]; | ||
10--5 [label=post]; | ||
10--6 [label=like]; | ||
} |
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0.difficulty=hard | ||
1.degree=master 1.year=2 | ||
graph G { | ||
0[label=task]; | ||
1[label=student]; | ||
0--1 [label=performs]; | ||
} |
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graph G { | ||
0[label=task difficulty=easy]; | ||
1[label=task difficulty=normal]; | ||
2[label=task difficulty=normal]; | ||
3[label=task difficulty=hard]; | ||
4[label=task difficulty=hard]; | ||
5[label=task difficulty=hard]; | ||
6[label=student name=James degree=bachelor year=2]; | ||
7[label=student name=Michael degree=master year=1]; | ||
8[label=student name=Robert degree=bachelor year=3]; | ||
9[label=student name=John degree=master year=2]; | ||
10[label=student name=David degree=bachelor year=4]; | ||
11[label=student name=William degree=master year=2]; | ||
12[label=student name=Richard degree=master year=2]; | ||
13[label=student name=Joseph degree=master year=2]; | ||
14[label=student name=Thomas degree=master year=2]; | ||
15[label=student name=Christopher degree=master year=2]; | ||
0--6 [label=performs]; | ||
1--6 [label=performs]; | ||
1--7 [label=performs]; | ||
1--10 [label=performs]; | ||
2--7 [label=performs]; | ||
2--8 [label=performs]; | ||
2--9 [label=performs]; | ||
3--9 [label=performs]; | ||
3--11 [label=performs]; | ||
3--12 [label=performs]; | ||
4--12 [label=performs]; | ||
4--13 [label=performs]; | ||
4--14 [label=performs]; | ||
5--11 [label=performs]; | ||
5--14 [label=performs]; | ||
5--15 [label=performs]; | ||
} |
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graph G { | ||
0[label=Person name=Igor]; | ||
1[label=Person name=Misha]; | ||
2[label=Person name=Olya]; | ||
3[label=Movie name="American Pie"]; | ||
4[label=Movie name="Saw"]; | ||
5[label=Movie name="Home Alone"]; | ||
6[label=Genre name="Comedy"]; | ||
7[label=Genre name="Horror"]; | ||
0--1 [label=IsFriend]; | ||
0--5 [label=Watched]; | ||
1--2 [label=IsFriend]; | ||
1--4 [label=Watched]; | ||
1--5 [label=Watched]; | ||
2--3 [label=Watched]; | ||
2--4 [label=Watched]; | ||
2--5 [label=Watched]; | ||
3--6 [label=HasGenre]; | ||
4--7 [label=HasGenre]; | ||
5--6 [label=HasGenre]; | ||
} |
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0.style=filled | ||
graph G { | ||
0[label=v]; | ||
} |
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@@ -0,0 +1,7 @@ | ||
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0.style=1.style 1.style=filled | ||
graph G { | ||
0[label=v]; | ||
1[label=v]; | ||
0--1 [label=e]; | ||
} |
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graph G { | ||
0[label="v" shape=circle color=lightblue style=filled width="0.5"]; | ||
1[label="v" shape=square color=lightgreen style=filled width="0.6"]; | ||
2[label="v" shape=ellipse color=lightyellow style=filled width="0.7"]; | ||
3[label="v" shape=diamond color=lightcoral style=filled width="0.5"]; | ||
4[label="v" shape=octagon color=lightpink style=filled width="0.6"]; | ||
5[label="v" shape=circle color=lightsalmon style=filled width="0.7"]; | ||
6[label="v" shape=square color=lightcyan style=filled width="0.5"]; | ||
7[label="v" shape=ellipse color=lightgray style=filled width="0.6"]; | ||
8[label="v" shape=diamond color=lightgoldenrodyellow style=filled width="0.7"]; | ||
9[label="v" shape=octagon color=lightblue style=filled width="0.5"]; | ||
0--1[label="e"]; | ||
0--2[label="e"]; | ||
1--3[label="e"]; | ||
1--4[label="e"]; | ||
2--5[label="e"]; | ||
3--6[label="e"]; | ||
4--7[label="e"]; | ||
5--8[label="e"]; | ||
6--9[label="e"]; | ||
7--0[label="e"]; | ||
} |
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0.sound=consonant 1.sound=consonant | ||
0.sound=1.sound | ||
graph G { | ||
0[label=vertex]; | ||
1[label=vertex]; | ||
0--1 [label=e]; | ||
} |
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@@ -0,0 +1,7 @@ | ||
0.sound=1.sound | ||
0.sound=consonant 1.sound=consonant | ||
graph G { | ||
0[label=vertex]; | ||
1[label=vertex]; | ||
0--1 [label=e]; | ||
} |
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graph G { | ||
0[label=vertex symbol=a sound=vowel]; | ||
1[label=vertex symbol=b sound=consonant]; | ||
2[label=vertex symbol=c sound=consonant]; | ||
3[label=vertex symbol=d sound=consonant]; | ||
4[label=vertex symbol=e sound=vowel]; | ||
5[label=vertex symbol=f sound=consonant]; | ||
6[label=vertex symbol=g sound=consonant]; | ||
7[label=vertex symbol=h sound=consonant]; | ||
8[label=vertex symbol=i sound=vowel]; | ||
9[label=vertex symbol=j sound=consonant]; | ||
10[label=vertex symbol=k sound=consonant]; | ||
11[label=vertex symbol=l sound=consonant]; | ||
12[label=vertex symbol=m sound=consonant]; | ||
13[label=vertex symbol=n sound=consonant]; | ||
14[label=vertex symbol=o sound=vowel]; | ||
15[label=vertex symbol=p sound=consonant]; | ||
16[label=vertex symbol=q sound=consonant]; | ||
17[label=vertex symbol=r sound=consonant]; | ||
18[label=vertex symbol=s sound=consonant]; | ||
19[label=vertex symbol=t sound=consonant]; | ||
20[label=vertex symbol=z sound=consonant]; | ||
0--1[label=e]; | ||
0--2[label=e]; | ||
0--3[label=e]; | ||
1--2[label=e]; | ||
1--4[label=e]; | ||
2--4[label=e]; | ||
2--5[label=e]; | ||
3--5[label=e]; | ||
3--6[label=e]; | ||
4--7[label=e]; | ||
5--6[label=e]; | ||
5--7[label=e]; | ||
5--8[label=e]; | ||
5--9[label=e]; | ||
6--10[label=e]; | ||
7--11[label=e]; | ||
7--14[label=e]; | ||
8--9[label=e]; | ||
8--11[label=e]; | ||
8--12[label=e]; | ||
9--10[label=e]; | ||
9--12[label=e]; | ||
9--13[label=e]; | ||
10--13[label=e]; | ||
10--17[label=e]; | ||
11--12[label=e]; | ||
11--14[label=e]; | ||
12--13[label=e]; | ||
12--14[label=e]; | ||
12--15[label=e]; | ||
13--16[label=e]; | ||
13--17[label=e]; | ||
14--15[label=e]; | ||
14--18[label=e]; | ||
15--16[label=e]; | ||
15--18[label=e]; | ||
15--19[label=e]; | ||
16--17[label=e]; | ||
16--19[label=e]; | ||
17--19[label=e]; | ||
18--20[label=e]; | ||
19--20[label=e]; | ||
} |