def test_shard_model(self): self.assertIs(BlueShard.shard_model('111101123456'), BlueShard0) self.assertIs(BlueShard.shard_model('0000f0123456'), BlueShardF) self.assertIs(BlueShard.shard_model(''), None) self.assertIs(BlueShard.shard_model(None), None) mac = encode_mac('0000f0123456') self.assertEqual(BlueShard.shard_model(mac), BlueShardF)
def test_shard_id(self): assert WifiShard.shard_id('111101123456') == '0' assert WifiShard.shard_id('0000f0123456') == 'f' assert WifiShard.shard_id('') is None assert WifiShard.shard_id(None) is None mac = encode_mac('0000f0123456') assert WifiShard.shard_id(mac) == 'f'
def test_shard_id(self): self.assertEqual(BlueShard.shard_id('111101123456'), '0') self.assertEqual(BlueShard.shard_id('0000f0123456'), 'f') self.assertEqual(BlueShard.shard_id(''), None) self.assertEqual(BlueShard.shard_id(None), None) mac = encode_mac('0000f0123456') self.assertEqual(BlueShard.shard_id(mac), 'f')
def test_shard_model(self): assert WifiShard.shard_model('111101123456') is WifiShard0 assert WifiShard.shard_model('0000f0123456') is WifiShardF assert WifiShard.shard_model('') is None assert WifiShard.shard_model(None) is None mac = encode_mac('0000f0123456') assert WifiShard.shard_model(mac) is WifiShardF
def test_shard_id(self): assert WifiShard.shard_id("111101123456") == "0" assert WifiShard.shard_id("0000f0123456") == "f" assert WifiShard.shard_id("") is None assert WifiShard.shard_id(None) is None mac = encode_mac("0000f0123456") assert WifiShard.shard_id(mac) == "f"
def test_shard_model(self): assert WifiShard.shard_model("111101123456") is WifiShard0 assert WifiShard.shard_model("0000f0123456") is WifiShardF assert WifiShard.shard_model("") is None assert WifiShard.shard_model(None) is None mac = encode_mac("0000f0123456") assert WifiShard.shard_model(mac) is WifiShardF
def _cache_keys_wifi(self, wifi_query): keys = [] for wifi in wifi_query: keys.append(self.cache_key_wifi + encode_mac(wifi.mac)) return keys
def _cache_keys_blue(self, blue_query): keys = [] for blue in blue_query: keys.append(self.cache_key_blue + encode_mac(blue.mac)) return keys
def test_used_networks(self): wifi = WifiShardFactory.build() network = ('wifi', encode_mac(wifi.mac), True) assert Result().used_networks == [] assert Result(used_networks=[network]).used_networks == [network]
def cluster_networks(models, lookups, min_age=0, min_radius=None, min_signal=None, max_distance=None): """ Given a list of database models and lookups, return a list of clusters of nearby networks. """ now = util.utcnow() today = now.date() # Create a dict of macs mapped to their age and signal strength. obs_data = {} for lookup in lookups: obs_data[decode_mac(lookup.mac)] = ( max(abs(lookup.age or min_age), 1000), lookup.signalStrength or min_signal, ) networks = numpy.array( [( model.lat, model.lon, model.radius or min_radius, obs_data[model.mac][0], obs_data[model.mac][1], station_score(model, now), encode_mac(model.mac, codec="base64"), bool(model.last_seen is not None and model.last_seen >= today), ) for model in models], dtype=NETWORK_DTYPE, ) # Only consider clusters that have at least 2 found networks # inside them. Otherwise someone could use a combination of # one real network and one fake and therefor not found network to # get the position of the real network. length = len(networks) if length < 2: # Not enough networks to form a valid cluster. return [] positions = networks[["lat", "lon"]] if length == 2: one = positions[0] two = positions[1] if distance(one[0], one[1], two[0], two[1]) <= max_distance: # Only two networks and they agree, so cluster them. return [networks] else: # Or they disagree forming two clusters of size one, # neither of which is large enough to be returned. return [] # Calculate the condensed distance matrix based on distance in meters. # This avoids calculating the square form, which would calculate # each value twice and avoids calculating the diagonal of zeros. # We avoid the special cases for length < 2 with the above checks. # See scipy.spatial.distance.squareform and # https://stackoverflow.com/questions/13079563 dist_matrix = numpy.zeros(length * (length - 1) // 2, dtype=numpy.double) for i, (a, b) in enumerate(itertools.combinations(positions, 2)): dist_matrix[i] = distance(a[0], a[1], b[0], b[1]) link_matrix = hierarchy.linkage(dist_matrix, method="complete") assignments = hierarchy.fcluster(link_matrix, max_distance, criterion="distance", depth=2) indexed_clusters = defaultdict(list) for i, net in zip(assignments, networks): indexed_clusters[i].append(net) clusters = [] for values in indexed_clusters.values(): if len(values) >= 2: clusters.append(numpy.array(values, dtype=NETWORK_DTYPE)) return clusters
def cluster_networks(models, lookups, min_age=0, min_radius=None, min_signal=None, max_distance=None): """ Given a list of database models and lookups, return a list of clusters of nearby networks. """ now = util.utcnow() today = now.date() # Create a dict of macs mapped to their age and signal strength. obs_data = {} for lookup in lookups: obs_data[decode_mac(lookup.mac)] = ( max(abs(lookup.age or min_age), 1000), lookup.signalStrength or min_signal) networks = numpy.array([( model.lat, model.lon, model.radius or min_radius, obs_data[model.mac][0], obs_data[model.mac][1], station_score(model, now), encode_mac(model.mac), bool(model.last_seen >= today)) for model in models], dtype=NETWORK_DTYPE) # Only consider clusters that have at least 2 found networks # inside them. Otherwise someone could use a combination of # one real network and one fake and therefor not found network to # get the position of the real network. length = len(networks) if length < 2: # Not enough networks to form a valid cluster. return [] positions = networks[['lat', 'lon']] if length == 2: one = positions[0] two = positions[1] if distance(one[0], one[1], two[0], two[1]) <= max_distance: # Only two networks and they agree, so cluster them. return [networks] else: # Or they disagree forming two clusters of size one, # neither of which is large enough to be returned. return [] # Calculate the condensed distance matrix based on distance in meters. # This avoids calculating the square form, which would calculate # each value twice and avoids calculating the diagonal of zeros. # We avoid the special cases for length < 2 with the above checks. # See scipy.spatial.distance.squareform and # https://stackoverflow.com/questions/13079563 dist_matrix = numpy.zeros(length * (length - 1) // 2, dtype=numpy.double) for i, (a, b) in enumerate(itertools.combinations(positions, 2)): dist_matrix[i] = distance(a[0], a[1], b[0], b[1]) link_matrix = hierarchy.linkage(dist_matrix, method='complete') assignments = hierarchy.fcluster( link_matrix, max_distance, criterion='distance', depth=2) indexed_clusters = defaultdict(list) for i, net in zip(assignments, networks): indexed_clusters[i].append(net) clusters = [] for values in indexed_clusters.values(): if len(values) >= 2: clusters.append(numpy.array(values, dtype=NETWORK_DTYPE)) return clusters