def test_shortest_path(self):
graph = Graph()
verticies = ["1", "2", "3", "4", "5"]
edges = [
("1", "2"),
("1", "4"),
("2", "3"),
("2", "4"),
("2", "5"),
("3", "5"),
]
# add verticies to path
for vertex in verticies:
graph.add_vertex(vertex)
# add edges to graph
for tuple_edge in edges:
graph.add_edge(tuple_edge[0], tuple_edge[1])
from_vertex = "1"
to_vertex = "5"
output = graph.breadth_first_search(from_vertex, to_vertex)
expected_output = {'2': '1', '4': '1', '3': '2', '5': '2'}
# output is used to calculate the shortest path
self.assertEqual(output, expected_output)
def new(cls, bot, update, args):
param1 = args[0]
# param2 = args[1]
# user = User(chat=update.message.chat_id, screen_name='{}'.format(text),
# friends='', tweet_id='')
api = cls.auth()
user_info1 = api.GetUser(screen_name=param1)
# user_info2 = api.GetUser(screen_name=param2)
friends1 = api.GetFriends(screen_name=param1)
# friends2 = api.GetFriends(screen_name=param2)
# print([s.text for s in statuses])
graph = Graph()
graph2 = Graph()
# db.session.add(user)
# db.session.commit()
user_ids = []
for s in islice(friends1, 5):
current_friend_id = s.AsDict().get('id')
print(current_friend_id)
graph.add_vertex(current_friend_id)
graph.add_edge({user_info1.AsDict().get('id'), current_friend_id})
# friends_of_current_friend = api.GetFriends(screen_name=s.AsDict().get('screen_name'))
# for s in friends_of_current_friend:
# graph.add_edge({
# current_friend_id,
# s.AsDict().get('id')
# })
# user_id = s.AsDict().get('id')
# user_ids.append(user_id)
# for s in friends2:
# graph.add_vertex(s.AsDict().get('id'))
# graph2.add_edge({
# user_info2.AsDict().get('id'),
# s.AsDict().get('id')
# })
# user_id = s.AsDict().get('id')
# user_ids.append(user_id)
# for user_id in user_ids:
# current = api.GetUser(user_id=user_id)
print(graph.edges())
print(
'\n ---------------------------------------------------------------------------------------- \n'
)
print(graph2.edges())
bot.send_message(chat_id=update.message.chat_id,
text="abigo stoaki:" + str())
def test_add_edge(self):
vertex_a = "A"
vertex_b = "B"
graph = Graph()
graph.add_vertex(vertex_a)
graph.add_vertex(vertex_b)
graph.add_edge(vertex_a, vertex_b)
self.assertEqual(graph.num_edges, 1)
vertex_a_obj = graph.vert_dict[vertex_a]
vertex_b_obj = graph.vert_dict[vertex_b]
# check if vertex_a & vertex_b are neighbours of each other.
self.assertIn(vertex_a_obj, vertex_b_obj.neighbours)
self.assertIn(vertex_b_obj, vertex_a_obj.neighbours)
def test_eulerian(self):
"""
Creates an undirected graph thatdoes contain a Eulerian
cycle.
"""
vertex_a = "A"
vertex_b = "B"
vertex_c = "C"
vertex_d = "D"
vertex_e = "E"
graph = Graph()
graph.add_vertex(vertex_a)
graph.add_vertex(vertex_b)
graph.add_vertex(vertex_c)
graph.add_vertex(vertex_d)
graph.add_vertex(vertex_e)
graph.add_edge(vertex_a, vertex_b)
graph.add_edge(vertex_a, vertex_e)
graph.add_edge(vertex_b, vertex_c)
graph.add_edge(vertex_c, vertex_d)
graph.add_edge(vertex_d, vertex_e)
self.assertEqual(graph.is_eulerian(), True)
