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my_script1.py
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715 lines (684 loc) · 22.2 KB
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# -*- coding: utf-8 -*-
"""
Created on Mon Oct 30 09:35:31 2017
@author: 罗骏
"""
#import math
class Node(object):
def __init__(self, value=-1, lchild=None,rchild=None):
self.value = value
self.lchild = lchild
self.rchild = rchild
class Tree(object):
def __init__(self):
self.root = None
self.queue = []
def add_node(self, value):
node = Node(value)
if self.root == None:
self.root = node
self.queue += [self.root]
elif self.queue[0].lchild == None:
self.queue[0].lchild = node
self.queue += [node]
elif self.queue[0].rchild == None:
self.queue[0].rchild = node
self.queue += [node]
self.queue.pop(0)
def front_digui(self, node):
if node == None:
return
else:
print(node.value)
self.front_digui(node.lchild)
self.front_digui(node.rchild)
def front_stack(self, root):
if root == None:
return False
stack = []
node = root
while node or stack:
while node:
stack += [node]
print(node.value)
node = node.lchild
node = stack.pop()
node = node.rchild
def middle_stack(self, root):
if root == None:
return False
node = root
stack = []
while node or stack:
while node:
stack += [node]
node = node.lchild
node = stack.pop()
print(node.value)
node = node.rchild
def rear_stack(self, root):
if root == None:
return False
stack1 = [root]
stack2 = []
while stack1:
node = stack1.pop()
if node.lchild:
stack1 += [node.lchild]
if node.rchild:
stack1 += [node.rchild]
stack2 += [node]
while stack2:
print(stack2.pop().value)
def level_stack(self):
myQueue = [self.root]
while myQueue:
node = myQueue.pop(0)
if node.lchild:
myQueue += [node.lchild]
if node.rchild:
myQueue += [node.rchild]
print(node.value)
def nostack(self, kind):
#不使用栈前中后序遍历二叉树
if kind == "post":
dummy = Node(-1, self.root, None)
cur = dummy
else:
cur = self.root
pre = None
while cur:
if cur.lchild == None:
if kind == "pre" or kind == "in":
print(cur.value)
cur = cur.rchild
else:
pre = cur.lchild
while pre.rchild and pre.rchild != cur:
pre = pre.rchild
if pre.rchild == None:
pre.rchild = cur
if kind == "pre":
print(cur.value)
cur = cur.lchild
else:
pre.rchild = None
if kind == "in":
print(cur.value)
elif kind == "post":
self.reverse(cur.lchild, pre)
cur = cur.rchild
def reverse(self, begin, end):
if begin == end:
print(begin.value)
return
self.reverse(begin.rchild, end)
print(begin.value)
def node_count(self, node):
if node == None:
return 0
else:
return self.node_count(node.lchild)+self.node_count(node.rchild)+1
def leaves_count(self, node):
if node == None:
return 0
if node.lchild == None and node.rchild == None:
return 1
else:
return self.leaves_count(node.lchild)+self.leaves_count(node.rchild)
def depth_get(self, node):
if node == None:
return 0
else:
return max(self.depth_get(node.lchild),self.depth_get(node.rchild))+1
def klevel_get(self, node, k):
if node == None:
return
elif k == 1:
print(node.value)
return 1
else:
return (self.klevel_get(node.lchild, k-1) + self.klevel_get(node.rchild, k-1))
def find_LCA(self, node, target1, target2):
#最低公共祖先
if node == None:
return None
if node.value == target1 or node.value == target2:
return node.value
left = self.find_LCA(node.lchild, target1, target2)
right = self.find_LCA(node.rchild, target1, target2)
if left and right:
return node
return left if left else right
def distance_nodes(self, node, target1, target2):
#求两结点距离
parents = self.find_LCA(self.root, target1, target2)
node1 = self.find_level(parents, target1)
node2 = self.find_level(parents, target2)
print(node1 + node2)
def find_level(self, node, target):
#从LCA向下找节点
if node == None:
return -1
if node.value == target:
return 0
level = self.find_level(node.lchild, target)
if level == -1:
level = self.find_level(node.rchild, target)
if level != -1:
return level + 1
return -1
def find_all_ancestors(self, node, target):
#查找一个节点的所有祖先节点
if node == None:
return False
if node.value == target:
return True
if (self.find_all_ancestors(node.lchild, target) \
or self.find_all_ancestors(node.rchild, target)):
print(node.value)
return True
else:
return False
pre_order_arry = [1, 2, 4, 7, 3, 5, 8, 9, 6]
in_order_arry = [4, 7, 2, 1, 8, 5, 9, 3, 6]
def print_post_order(self, pos1, pos2, n):
#二叉树前序中序推后序
if n == 1:
print(self.pre_order_arry[pos1]) #
return
elif n == 0:
return
else:
i = 0
while self.pre_order_arry[pos1] != self.in_order_arry[pos2+i]:
i += 1
self.print_post_order(pos1+1, pos2, i)
self.print_post_order(pos1+1+i, pos2+1+i, n-i-1) #
print(self.pre_order_arry[pos1]) #
def is_CBT(self):
#检查是否是完全二叉树
myqueue = [self.root]
flag = False
while myqueue:
node = myqueue.pop(0)
if flag and (node.lchild or node.rchild):
return False
else:
if node.lchild and node.rchild:
myqueue.append(node.lchild)
myqueue.append(node.rchild)
elif node.rchild :
return False
elif node.lchild:
flag = True
myqueue.append(node.lchild)
else:
flag = True #
return True
def is_BST(self, node, min_number, max_number):
#检查是否是二叉查找树
if node == None:
return True
if node.value >= max_number or node.value <= min_number:
return False
return(self.is_BST(node.lchild, min_number, node.value) \
and self.is_BST(node.rchild, node.value, max_number))
def is_post_BST(self, array, begin, end):
#判断是否是二叉查找树的后序遍历
if array[end] <= array[begin]:
return True
i = begin
while array[i] < array[end]:
i += 1
for j in range(i,end):
if array[j] < array[end]:
return False
return self.is_post_BST(array, begin, i-1) and self.is_post_BST(array, i, end-1)
def sortedlistobst(self, link_node):
if link_node == None:
return
elif link_node.next_node == None:
return Tree_Node(link_node.value)
slow = link_node
pre_slow = link_node
fast = link_node
while fast.next_node and fast:
pre_slow = slow
slow = slow.next_node
fast = fast.next_node.next_node
mid = Tree_node(slow.value)
if pre_slow:
pre_slow.next_node = None
mid.lchild = self.sortedlistobst(link_node)
mid.rchild = self.sortedlistobst(slow.next_node)
return mid
def select_sort(lists):
# 选择排序
count = len(lists)
for i in range(0, count):
min = i
for j in range(i + 1, count):
if lists[min] > lists[j]:
min = j
lists[min], lists[i] = lists[i], lists[min]
return lists
def sift(array, left, end):
"""交换成大顶堆"""
i = left
j = 2 * i + 1
key = array[i]
while j <= end: #
if j < end and array[j] < array[j+1]:
j = j + 1
if array[j] > key:
array[i] = array[j]
i = j
j = 2 * i + 1
else: break
array[i] = key
def heap_sort(lists):
"""堆排序"""
if len(lists) <= 0:
return False
count = len(lists)
local_list = []
local_list += lists
for i in range(count//2-1, -1, -1): #
sift(local_list, i, count-1)
for i in range(count-1, 0, -1):
local_list[0], local_list[i] = local_list[i], local_list[0]
sift(local_list, 0, i-1)
print(local_list)
def insert_sort(lists):
# 插入排序
count = len(lists)
for i in range(1, count):
key = lists[i]
j = i - 1
while j >= 0:
if lists[j] > key:
lists[j + 1] = lists[j]
lists[j] = key
j -= 1
return lists
def shell_sort(lists):
"""希尔排序"""
if len(lists) <= 0:
return False
local_list = []
local_list += lists
count = len(local_list)
group = len(local_list) // 2
while group > 0:
for i in range(group, count):
key = local_list[i]
j = i - group
while j >= 0 and local_list[j] > key: #
local_list[j + group] = local_list[j]
j -= group
local_list[j + group] = key
group //= 2
print(local_list)
def bubble_sort(lists):
# 冒泡排序
count = len(lists)
for i in range(count):
for j in range(i + 1, count):
if lists[i] > lists[j]:
lists[i], lists[j] = lists[j], lists[i]
return lists
def partition(lists, left, right):
"""分堆"""
key = lists[left]
while left < right:
while left < right and lists[right] >= key:
right -= 1
lists[left] = lists[right]
while left < right and lists[left] <= key:
left += 1
lists[right] = lists[left]
lists[left] = key
return left
def quick_sort(lists, left, right):
"""快排"""
if right > left:
mid = partition(lists, left, right)
quick_sort(lists, left, mid-1)
quick_sort(lists, mid+1, right)
def top_k_quick_sort(array, k, left, right):
if left == right:
return array[right]
mid = partition(array, left, right)
if mid - left + 1>k:
return top_k_quick_sort(array, k, left, mid-1)
elif mid - left + 1 == k:
return array[mid]
else:
return top_k_quick_sort(array, k - mid + left - 1, mid+1, right) #
def merge(array, low, mid, high):
"""单次归并"""
tmp = []
i = low
j = mid + 1
while i <= mid and j <= high:
if array[i] <= array[j]:
tmp += [array[i]]
i += 1
elif array[j] < array[i]:
tmp += [array[j]]
j += 1
if i <= mid:
tmp += array[i:mid+1]
elif j <= high:
tmp += array[j:high+1]
array[low:high+1] = tmp
def merge_sort(array, low, high):
"""归并排序"""
if low < high:
mid = (low+high)//2
merge_sort(array, low, mid)
merge_sort(array, mid+1, high)
merge(array, low, mid, high)
tree = Tree()
for i in range(20):
tree.add_node(i)
print("front_digui")
tree.front_digui(tree.root)
print("front_stack")
tree.front_stack(tree.root)
print("middle_stack")
tree.middle_stack(tree.root)
print("rear_stack")
tree.rear_stack(tree.root)
print("level_stack")
tree.level_stack()
print("node_count")
print(tree.node_count(tree.root))
print("count_leaves")
print(tree.leaves_count(tree.root))
print("depth_get")
print(tree.depth_get(tree.root))
print("klevel_get")
print(tree.klevel_get(tree.root, 3))
print("find_LCA")
print(tree.find_LCA(tree.root, 15, 18).value)
print("distance_nodes")
tree.distance_nodes(tree.root, 15, 18)
print("find_all_ancestors")
tree.find_all_ancestors(tree.root, 15)
print("pre and in find postorder")
tree.print_post_order(0, 0, 9)
print("is BST")
print(tree.is_BST(tree.root, 0, 20))
print("is CBT")
print(tree.is_CBT())
a = [2,3,46,21,76,8,6,9,14,23,39,51,0,17,20,28,34,52,52,14,3]
array1 = "ABCDABD"
array2 = "BBCABCDABABCDABCDABDE"
print("heap_sort")
heap_sort(a)
print("shell_sort")
shell_sort(a)
print("quick_sort")
quick_sort(a, 0, len(a)-1)
print(a)
a = [2,3,46,21,76,8,6,9,14,23,39,51,0,17,20,28,34,52,52,14,3]
print("merge_sort")
merge_sort(a, 0, len(a)-1)
print(a)
class Link_Node(object):
def __init__(self, value = -1, next_node = None):
self.value = value
self.next_node = next_node
class Link_List(object):
def __init__(self):
self.root = Link_Node()
self.temp = Link_Node()
def add_node(self, value):
#加node
node = Link_Node(value)
if self.root.value == -1:
self.root = node
self.temp = self.root
else:
self.temp.next_node = node
self.temp = self.temp.next_node
def bianli(self, node):
#就是遍历
while node:
print(node.value)
node = node.next_node
def mid_node(self, node):
#找到中间的node并返回
fast = node
slow = node
while fast.next_node and fast.next_node.next_node:
fast = fast.next_node.next_node
slow = slow.next_node
print(slow.value)
return slow
def del_node(self, root, node):
#删除任意一个node,这个用上面返回的mid
if node.next_node:
node.next_node.value, node.value = node.value, node.next_node.value
node.next_node = node.next_node.next_node
else:
while node.next_node.next_node:
node = node.next_node
node.next_node = None
print(node.value, node.next_node.value)
return
def con_loop(self, node):
#建立一个单环链表
loop_node = self.root
while loop_node.next_node:
loop_node = loop_node.next_node
loop_node.next_node = node
def dect_loop(self, root):
#检测是否带环并返回环的节点
fast = root.next_node.next_node
slow = root.next_node
while fast != slow and fast != None:
fast = fast.next_node.next_node
slow = slow.next_node
print(fast.value) if fast == slow else print("no loop")
if fast == slow:
start = root
cont = slow
while start != cont:
start = start.next_node
cont = cont.next_node
print(start.value)
def kth_last(self, k):
#返回倒数第k个值
tail_node = self.root
while k>=1:
tail_node = tail_node.next_node
k -= 1
front_node = self.root
while tail_node.next_node:
tail_node = tail_node.next_node
front_node = front_node.next_node
print(front_node.value)
def desc_add(self, value):
#反向加入节点
node = Link_Node(value)
tmp = self.root
self.root = node
if tmp.value == -1:
node.next_node = None
else:
node.next_node = tmp
def reverse(self):
#将已有的链表翻转
node = self.root
if node == None or node.next_node == None:
return
tmp_node1 = node.next_node
tmp_node2 = node.next_node.next_node
node.next_node = None
while tmp_node2:
tmp_node1.next_node = node
node = tmp_node1
tmp_node1 = tmp_node2
tmp_node2 = tmp_node2.next_node
tmp_node1.next_node = node
self.root = tmp_node1
def merge_link(self, root1, root2):
#两个链表合成一个,去除重复项
self.merge_root = None
point1 = root1
point2 = root2
while point1 != None and point2 != None:
if self.merge_root == None:
if root1.value <= root2.value:
self.merge_root = root1
point1 = root1.next_node
elif root1.value > root2.value:
self.merge_root = root2
point2 = root2.next_node
cur = self.merge_root
if point1.value <= point2.value and point1.value != cur.value:
cur, cur.next_node, point1 = cur.next_node, point1, point1.next_node
elif point1.value > point2.value and point2.value != cur.value:
cur, cur.next_node, point2 = cur.next_node, point2, point2.next_node
elif point1 != None and point1.value == cur.value:
point1 = point1.next_node
elif point2 != None and point2.value == cur.value:
point2 = point2.next_node
while point1 != None:
cur, cur.next_node, point1 = cur.next_node, point1, point1.next_node
while point2 != None:
cur, cur.next_node, point2 = cur.next_node, point2, point2.next_node
return self.merge_root
def return_end(self):
node = self.root
while node.next_node:
node = node.next_node
return node
def asc_sort(self, start, end):
#按从大到小重排链表
if start == end or start.next_node == end:
return
i = start
j = start.next_node
while j != end:
if j.value >= start.value:
i = i.next_node
i.value, j.value = j.value, i.value
j = j.next_node
i.value, start.value = start.value, i.value #
self.asc_sort(start, i)
self.asc_sort(i.next_node, end)
link_list = Link_List()
for i in range(20):
link_list.add_node(i)
link_list.bianli(link_list.root)
#for i in range(20):
# link_list.desc_add(i)
#link_list.bianli(link_list.root)
print("reverse")
link_list.reverse()
link_list.bianli(link_list.root)
link_list.reverse()
print("mid_node")
node_to_del = link_list.mid_node(link_list.root)
#link_list.del_node(link_list.root, node_to_del)
#link_list.con_loop(node_to_del)
#print("dect_loop")
#link_list.dect_loop(link_list.root)
print("kth_last")
link_list.kth_last(3)
end = link_list.return_end()
print("sort")
link_list.asc_sort(link_list.root, None)
link_list.bianli(link_list.root)
print('merge_two_link')
link_list2 = Link_List()
for i in range(20,40):
link_list2.add_node(0.5*i)
merge_root = link_list1.merge_link(link_list1.root, link_list2.root)
link_list1.bianli(merge_root)
class RB_Node(object):
def __init__(self, value = -1, parents = None, lchild = None, rchild = None, color = "red"):
self.value = value
self.parents = parents
self.lchild = lchild
self.rchild = rchild
self.color = color
class RB_Tree(object):
def __init__(self):
node = RB_Node()
self.root = node
def lrotate(self, x):
w = x.rchild
w.parents = x.parents
if x.parents == None:
self.root = w
elif x == x.parents.lchild:
x.parents.lchild = w
else:
x.parents.rchild = w
x.parents = w
x.rchild = w.lchild
if w.lchild:
w.lchild.parents = x
w.lchild = x
def rrotate(self, x):
w = x.lchild
w.parents = x.parents
if x.parents == None:
self.root = w
elif x == x.parents.lchild:
x.parents.lchild = w
else :
x.parents.rchild = w
x.parents = w
if w.rchild:
w.rchild.parents = x
x.rchild = w.rchild
w.rchild = x
def insert_reblance(self, x):
while x.parents.color == "red" :
if x.parents == x.parents.parents.lchild:
y = x.parents.parents.rchild
if y.color == "red":
x.parents.color = "black"
y.color = "black"
x.parents.parents.color = "red"
x = x.parents.parents
elif x == x.parent.rchild:
x = x.parents
self.lrotate(x)
x.parents.color = "black"
x.parents.parents.color = "red"
self.rrotate(x.parents.parents)
break
self.root.color = "black"
def eraser_reblance(self, x):
if x != self.root and x.color == "black":
#只处理x在左子树的情况
if x == x.parents.lchild:
w = x.parents.rchild
if w.color == "red": #case1
w.color = "black"
x.parents.color = "red"
self.lrotate(x.parents)
if (w.lchild.color == "black" or w.lchild == None) \
and (w.rchild == None or w.rchild.color == "black"):#case2
w.color = "red"
x = x.parents
x.parents = x.parents.parents
else: #case3
if w.rchild.color == "black" or w.rchild == None:
w.color = "red"
w.parents.color = "black"
self.rrotate(w)
w = w.parents
w.color = x.parents.color #case4
if w.rchild:
w.rchild.color = "black"
x.parents.color = "black"
self.lrotate(x.parents)
x.color = "black"