#include "gmock/gmock.h" #include "gtest/gtest.h" #include "database/graph_db.hpp" #include "distributed_common.hpp" #include "query/interpreter.hpp" #include "query_common.hpp" #include "query_plan_common.hpp" using namespace distributed; using namespace database; class DistributedInterpretationTest : public DistributedGraphDbTest { protected: auto Run(const std::string &query) { std::map params = {}; GraphDbAccessor dba(master()); ResultStreamFaker result; query::Interpreter interpreter_; interpreter_(query, dba, params, false).PullAll(result); dba.Commit(); return result.GetResults(); } }; TEST_F(DistributedInterpretationTest, RemotePullTest) { auto results = Run("OPTIONAL MATCH(n) UNWIND(RANGE(0, 20)) AS X RETURN 1"); ASSERT_EQ(results.size(), 3 * 21); for (auto result : results) { ASSERT_EQ(result.size(), 1U); ASSERT_EQ(result[0].ValueInt(), 1); } } TEST_F(DistributedInterpretationTest, RemotePullNoResultsTest) { auto results = Run("MATCH (n) RETURN n"); ASSERT_EQ(results.size(), 0U); } TEST_F(DistributedInterpretationTest, CreateExpand) { InsertVertex(master()); InsertVertex(worker(1)); InsertVertex(worker(1)); InsertVertex(worker(2)); InsertVertex(worker(2)); InsertVertex(worker(2)); Run("MATCH (n) CREATE (n)-[:T]->(m) RETURN n"); EXPECT_EQ(VertexCount(master()), 2); EXPECT_EQ(VertexCount(worker(1)), 4); EXPECT_EQ(VertexCount(worker(2)), 6); } TEST_F(DistributedInterpretationTest, RemoteExpandTest2) { // Make a fully connected graph with vertices scattered across master and // worker storage. // Vertex count is low, because test gets exponentially slower. The expected // result size is ~ vertices^3, and then that is compared at the end in no // particular order which causes O(result_size^2) comparisons. int verts_per_storage = 3; std::vector vertices; vertices.reserve(verts_per_storage * 3); auto add_vertices = [this, &vertices, &verts_per_storage](auto &db) { for (int i = 0; i < verts_per_storage; ++i) vertices.push_back(InsertVertex(db)); }; add_vertices(master()); add_vertices(worker(1)); add_vertices(worker(2)); auto get_edge_type = [](int v1, int v2) { return std::to_string(v1) + "-" + std::to_string(v2); }; std::vector edge_types; edge_types.reserve(vertices.size() * vertices.size()); for (size_t i = 0; i < vertices.size(); ++i) { for (size_t j = 0; j < vertices.size(); ++j) { auto edge_type = get_edge_type(i, j); edge_types.push_back(edge_type); InsertEdge(vertices[i], vertices[j], edge_type); } } auto results = Run("MATCH (n)-[r1]-(m)-[r2]-(l) RETURN type(r1), type(r2)"); // We expect the number of results to be: size_t expected_result_size = // pick (n) vertices.size() * // pick both directed edges to other (m) and a // single edge to (m) which equals (n), hence -1 (2 * vertices.size() - 1) * // Pick as before, but exclude the previously taken edge, hence another -1 (2 * vertices.size() - 1 - 1); std::vector> expected; expected.reserve(expected_result_size); for (size_t n = 0; n < vertices.size(); ++n) { for (size_t m = 0; m < vertices.size(); ++m) { std::vector r1s{get_edge_type(n, m)}; if (n != m) r1s.push_back(get_edge_type(m, n)); for (size_t l = 0; l < vertices.size(); ++l) { std::vector r2s{get_edge_type(m, l)}; if (m != l) r2s.push_back(get_edge_type(l, m)); for (const auto &r1 : r1s) { for (const auto &r2 : r2s) { if (r1 == r2) continue; expected.push_back({r1, r2}); } } } } } ASSERT_EQ(expected.size(), expected_result_size); ASSERT_EQ(results.size(), expected_result_size); std::vector> got; got.reserve(results.size()); for (const auto &res : results) { std::vector row; row.reserve(res.size()); for (const auto &col : res) { row.push_back(col.Value()); } got.push_back(row); } ASSERT_THAT(got, testing::UnorderedElementsAreArray(expected)); }