src/pybel_tools/selection/paths.py
def find_root_in_path(graph, path_nodes):
    """Find the 'root' of the path -> The node with the lowest out degree, if multiple:
         root is the one with the highest out degree among those with lowest out degree
    
    :param pybel.BELGraph graph: A BEL Graph
    :param list[tuple] path_nodes: A list of nodes in their order in a path
    :return: A pair of the graph: graph of the path and the root node
    :rtype: tuple[pybel.BELGraph,tuple]
    """
    path_graph = graph.subgraph(path_nodes)

    # node_in_degree_tuple: list of tuples with (node,in_degree_of_node) in ascending order
    node_in_degree_tuple = sorted([(n, d) for n, d in path_graph.in_degree().items()], key=itemgetter(1))
    # node_out_degree_tuple: ordered list of tuples with (node,in_degree_of_node) in descending order
    node_out_degree_tuple = sorted([(n, d) for n, d in path_graph.out_degree().items()], key=itemgetter(1),
                                   reverse=True)

    # In case all have the same in degree it needs to be reference before
    tied_root_index = 0

    # Get index where the min in_degree stops (in case they are duplicates)
    for i in range(0, (len(node_in_degree_tuple) - 1)):
        if node_in_degree_tuple[i][1] < node_in_degree_tuple[i + 1][1]:
            tied_root_index = i
            break

    # If there are multiple nodes with minimum in_degree take the one with max out degree
    # (in case multiple have the same out degree pick one random)
    if tied_root_index != 0:
        root_tuple = max(node_out_degree_tuple[:tied_root_index], key=itemgetter(1))
    else:
        root_tuple = node_in_degree_tuple[0]

    return path_graph, root_tuple[0]
def find_root_in_path(graph, path_nodes):
    """Find the 'root' of the path -> The node with the lowest out degree, if multiple:
         root is the one with the highest out degree among those with lowest out degree
    
    :param pybel.BELGraph graph: A BEL Graph
    :param list[tuple] path_nodes: A list of nodes in their order in a path
    :return: A pair of the graph: graph of the path and the root node
    :rtype: tuple[pybel.BELGraph,tuple]
    """
    path_graph = graph.subgraph(path_nodes)

    # node_in_degree_tuple: list of tuples with (node,in_degree_of_node) in ascending order
    node_in_degree_tuple = sorted([(n, d) for n, d in path_graph.in_degree().items()], key=itemgetter(1))
    # node_out_degree_tuple: ordered list of tuples with (node,in_degree_of_node) in descending order
    node_out_degree_tuple = sorted([(n, d) for n, d in path_graph.out_degree().items()], key=itemgetter(1),
                                   reverse=True)

    # In case all have the same in degree it needs to be reference before
    tied_root_index = 0

    # Get index where the min in_degree stops (in case they are duplicates)
    for i in range(0, (len(node_in_degree_tuple) - 1)):
        if node_in_degree_tuple[i][1] < node_in_degree_tuple[i + 1][1]:
            tied_root_index = i
            break

    # If there are multiple nodes with minimum in_degree take the one with max out degree
    # (in case multiple have the same out degree pick one random)
    if tied_root_index != 0:
        root_tuple = max(node_out_degree_tuple[:tied_root_index], key=itemgetter(1))
    else:
        root_tuple = node_in_degree_tuple[0]

    return path_graph, root_tuple[0]
def find_root_in_path ( graph , path_nodes ) : path_graph = graph . subgraph ( path_nodes ) # node_in_degree_tuple: list of tuples with (node,in_degree_of_node) in ascending order node_in_degree_tuple = sorted ( [ ( n , d ) for n , d in path_graph . in_degree ( ) . items ( ) ] , key = itemgetter ( 1 ) ) # node_out_degree_tuple: ordered list of tuples with (node,in_degree_of_node) in descending order node_out_degree_tuple = sorted ( [ ( n , d ) for n , d in path_graph . out_degree ( ) . items ( ) ] , key = itemgetter ( 1 ) , reverse = True ) # In case all have the same in degree it needs to be reference before tied_root_index = 0 # Get index where the min in_degree stops (in case they are duplicates) for i in range ( 0 , ( len ( node_in_degree_tuple ) - 1 ) ) : if node_in_degree_tuple [ i ] [ 1 ] < node_in_degree_tuple [ i + 1 ] [ 1 ] : tied_root_index = i break # If there are multiple nodes with minimum in_degree take the one with max out degree # (in case multiple have the same out degree pick one random) if tied_root_index != 0 : root_tuple = max ( node_out_degree_tuple [ : tied_root_index ] , key = itemgetter ( 1 ) ) else : root_tuple = node_in_degree_tuple [ 0 ] return path_graph , root_tuple [ 0 ]
Find the 'root' of the path -> The node with the lowest out degree, if multiple:
         root is the one with the highest out degree among those with lowest out degree
    
    :param pybel.BELGraph graph: A BEL Graph
    :param list[tuple] path_nodes: A list of nodes in their order in a path
    :return: A pair of the graph: graph of the path and the root node
    :rtype: tuple[pybel.BELGraph,tuple]
Find the root of the path - > The node with the lowest out degree if multiple : root is the one with the highest out degree among those with lowest out degree : param pybel . BELGraph graph : A BEL Graph : param list [ tuple ] path_nodes : A list of nodes in their order in a path : return : A pair of the graph : graph of the path and the root node : rtype : tuple [ pybel . BELGraph tuple ]