TheAlgorithms-Ruby/data_structures/graphs/unweighted_graph_test.rb

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require 'minitest/autorun'
require 'set'
require_relative 'unweighted_graph'
class TestUnweightedGraph < Minitest::Test
def test_directed_unweighted_graph_creation
graph = UnweightedGraph.new(nodes: [:u, :v, :w], neighbors: {:u => [:v]}, directed: true)
assert graph.nodes.to_set == Set[:u, :v, :w]
assert graph.neighbors(:u).to_set == Set[:v]
assert graph.neighbors(:v).empty?
assert graph.neighbors(:w).empty?
end
def test_undirected_unweighted_graph_creation
graph = UnweightedGraph.new(nodes: [:u, :v, :w], neighbors: {:u => [:v]}, directed: false)
assert graph.nodes.to_set == Set[:u, :v, :w]
assert graph.neighbors(:u).to_set == Set[:v]
assert graph.neighbors(:v).to_set == Set[:u]
assert graph.neighbors(:w).empty?
end
def test_empty_returns_true_for_empty_graph
graph = UnweightedGraph.new
assert graph.empty?
end
def test_empty_returns_false_for_non_empty_graph
graph = UnweightedGraph.new(nodes: [:u])
assert !graph.empty?
end
def test_include_returns_true_for_graph_nodes
graph = UnweightedGraph.new(nodes: [:u])
assert graph.include?(:u)
end
def test_include_returns_false_for_non_graph_nodes
graph = UnweightedGraph.new
assert !graph.include?(:u)
end
def test_has_neighbor_returns_true_for_graph_node_neighbors
graph = UnweightedGraph.new(nodes: [:u, :v], neighbors: {:u => [:v]})
assert graph.has_neighbor?(:u, :v)
end
def test_has_neighbor_returns_false_for_non_graph_node_neighbors
graph = UnweightedGraph.new(nodes: [:u, :v])
assert !graph.has_neighbor?(:u, :v)
end
def test_add_node_adds_node_to_graph
graph = UnweightedGraph.new
graph.add_node(:u)
assert graph.nodes.to_set == Set[:u]
end
def test_add_edge_adds_edge_to_directed_unweighted_graph
graph = UnweightedGraph.new(nodes: [:u, :v], directed: true)
graph.add_edge(:u, :v)
assert graph.neighbors(:u).to_set == Set[:v]
assert graph.neighbors(:v).empty?
end
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def test_add_edge_adds_edge_to_undirected_unweighted_graph
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graph = UnweightedGraph.new(nodes: [:u, :v], directed: false)
graph.add_edge(:u, :v)
assert graph.neighbors(:u).to_set == Set[:v]
assert graph.neighbors(:v).to_set == Set[:u]
end
end