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simple_structures.py
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210 lines (177 loc) · 5.8 KB
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# Array backed queue
class SimpleStringStack:
arr_back = []
def GetLength(self):
return len(self.arr_back)
def Push(self, item):
self.arr_back.append(item)
def Pop(self):
if self.GetLength() == 0:
raise Exception("No Items to pop")
item_to_remove = self.arr_back[0]
self.arr_back = self.arr_back[1:]
return item_to_remove
def Print(self):
print(self.arr_back)
class SimpleStringQueue:
arr_back = []
def GetLength(self):
return len(self.arr_back)
def Enqueue(self, item):
self.arr_back.append(item)
def Dequeue(self):
if len(self.arr_back) == 0:
raise Exception("No items to dequeue")
item_to_remove = self.arr_back[len(self.arr_back) - 1]
self.arr_back = self.arr_back[:len(self.arr_back) - 1]
return item_to_remove
def Print(self):
print(self.arr_back[::-1])
class IntegerBinarySearchTree:
root = None
count = 0
class BinaryNode:
Left = None
Right = None
Parent = None
Value = None
def __init__(self, value):
self.Value = value
# Insert to prevent duplicates with non-unique values, also to maximize unique nodes
def Insert(self, node_to_add):
if self.Value == node_to_add.Value:
pass
elif self.Value < node_to_add.Value:
if self.Right != None:
self.Right.Insert(node_to_add)
else:
self.Right = node_to_add
self.Right.parent = self
elif self.Value > node_to_add.Value:
if self.Left != None:
self.Left.Insert(node_to_add)
else:
self.Left = node_to_add
self.Left.Parent = self
# Cannot remove nodes without a parent, always assumes a parent exists
def Remove(self):
if self.Left == None and self.Right == None:
if self.Parent.Left == self:
self.Parent.Left = None
elif self.Parent.Right == self:
self.Parent.Right = None
self.Parent = None
elif self.Left == None:
if self.Parent.Left == self:
self.Parent.Left = self.Right
elif self.Parent.Right == self:
self.Parent.Right = self.Right
self.Parent = None
elif self.Right == None:
if self.Parent.Left == self:
self.Parent.Left = self.Left
elif self.Parent.Right == self:
self.Parent.Right = self.Left
self.Parent = None
else:
# If a node has 2 children, pick the left one and insert
if self.Parent.Left == self:
self.Parent.Left = self.Left
elif self.Parent.Right == self:
self.Parent.Right = self.Left
temp_node = self.Left.Right
self.Left.Right = None
self.Insert(temp_node)
self.Left.Parent = self.Parent
self.Parent = None
def Insert(self, value):
if self.root == None:
self.root = self.BinaryNode(value)
return
new_node_to_add = self.BinaryNode(value)
self.root.Insert(new_node_to_add)
def Remove(self, value):
item, does_exist = self.Find(value)
if not does_exist:
raise Exception("Value does not exist")
if item == self.root:
copy_root = self.root
self.root = self.root.Left
copy_right = self.root.Right
self.root.Right = copy_root.right
if copy_right != None:
self.root.Insert(copy_right)
return
item.Remove()
def Find(self, value):
if self.root == None:
return None, False
return self.recursive_find(self.root, value)
def recursive_find(self, iter_node, value):
if iter_node == None:
return None, False
if iter_node.Value == value:
return iter_node, True
elif iter_node.Value < value:
return self.recursive_find(iter_node.Right, value)
else:
return self.recursive_find(iter_node.Left, value)
def Print(self):
if self.root == None:
raise Exception("No items in tree")
self.print_helper(self.root)
def print_helper(self, iter_node):
if iter_node:
if iter_node.Left:
self.print_helper(iter_node.Left)
print(iter_node.Value)
if iter_node.Right:
print(iter_node.Right.Value)
class SimpleCharacterTrie:
root = None
class TrieNode:
children = []
def Insert(self, string_val):
pass
def test_stack_queue():
stack = SimpleStringStack()
queue = SimpleStringQueue()
stack.Push("1")
stack.Push("2")
stack.Push("3")
stack.Print()
stack.Pop()
stack.Print()
stack.Pop()
stack.Print()
stack.Pop()
stack.Print()
queue.Enqueue("1")
queue.Enqueue("2")
queue.Enqueue("3")
queue.Print()
queue.Dequeue()
queue.Print()
queue.Dequeue()
queue.Print()
queue.Dequeue()
queue.Print()
if __name__ == "__main__":
tree = IntegerBinarySearchTree()
tree.Insert(1)
tree.Print()
print("-----")
tree.Insert(2)
tree.Print()
print("-----")
tree.Insert(0)
tree.Insert(-2)
tree.Insert(-1)
tree.Print()
print("-----")
print(tree.Find(-1)[1])
print(tree.Find(-2)[1])
print(tree.Find(-3)[1])
print("-----")
tree.Remove(0)
tree.Print()