Пример #1
0
def subtree(s, tree):
    """
    Returns whether the given post order traversal index sequence represents a subtree or not

    :type s: list
    :type tree: Node
    :return: result
    :rtype: bool
    """
    first_node_index = s[0]
    last_node_index = s[-1]

    # Neglecting explicitly the '_' characters
    if '_' in s:
        return False

    # Checking whether the first node is a leaf
    is_non_leaf = Node.has_children(tree, first_node_index)
    if is_non_leaf == -1:
        return False

    # Checking the left most descendant of the root of the subtree, is equal to the first node
    lmd = Node.lmd_subtree(tree, last_node_index)
    if not lmd:
        return False
    else:
        return not is_non_leaf and lmd == first_node_index
Пример #2
0
def subtree(s, tree):
    """
    Returns whether the given post order traversal index sequence represents a subtree or not

    :type s: list
    :type tree: Node
    :return: result
    :rtype: bool
    """
    first_node_index = s[0]
    last_node_index = s[-1]

    # Neglecting explicitly the '_' characters
    if '_' in s:
        return False

    # Checking whether the first node is a leaf
    is_non_leaf = Node.has_children(tree, first_node_index)
    if is_non_leaf == -1:
        return False

    # Checking the left most descendant of the root of the subtree, is equal to the first node
    lmd = Node.lmd_subtree(tree, last_node_index)
    if not lmd:
        return False
    else:
        return not is_non_leaf and lmd == first_node_index
Пример #3
0
 def appendNode(self, data):
     
     if self.left == None:
         self.left = Node(data)
         return True
     elif self.right == None:
         self.right = Node(data)
         return True
     elif self.left.appendNode(data):
         return True
     elif self.right.appendNode(data):
         return True
Пример #4
0
class Node(simple_tree.Node):

    def appendNode(self, data):
        
        if self.left == None:
            self.left = Node(data)
            return True
        elif self.right == None:
            self.right = Node(data)
            return True
        elif self.left.appendNode(data):
            return True
        elif self.right.appendNode(data):
            return True
Пример #5
0
from simple_tree import Node
import compare



A = (
    Node("a")
        .addkid(Node("b")
            .addkid(Node("c")
            	.addkid(Node("d")
                	.addkid(Node("m1"))
                	.addkid(Node("m2")))))
        .addkid(Node("e")
        	.addkid(Node("x")
        		.addkid(Node("m3")))
        	.addkid(Node("y")
        		.addkid(Node("m4"))))
    )
B1 = (
    Node("a")
        .addkid(Node("b")
        	.addkid(Node("d")
        		.addkid(Node("m3"))
        		.addkid(Node("m4"))))
        .addkid(Node("e1")
        	.addkid(Node("x1")
        		.addkid(Node("m1")))
        	.addkid(Node("y1")
        		.addkid(Node("m2"))))
    )
Пример #6
0
def test():
    t1 = Node("a").addkid(Node('b').addkid(Node('e')).addkid(
        Node('f'))).addkid(Node('c').addkid(Node('g'))).addkid(Node('d'))
    t2 = Node('a').addkid(Node('c').addkid(Node('g'))).addkid(
        Node('d').addkid(Node('x').addkid(Node('y')).addkid(Node('z'))))
    enhanced_distance(['m', '+', '+', '+', 'd', '+', 'd', 'm', '+', 'x'], [
        0, 0.05555555555555555, 0.05555555555555555, 0.05555555555555555, 0.2,
        0.4, 3.0, 0, 0.5, 0
    ])