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datastructure.py
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348 lines (300 loc) · 6.94 KB
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class STACK:
def __init__(self, initial = []):
self.stacklist = initial
if len(initial) == 0:
self.top = -1
else:
self.top = len(initial) - 1
def isEmpty(self):
if self.top == -1:
return True
else:
return False
def push(self, x):
self.top += 1
self.stacklist.append(x)
def pop(self):
if self.isEmpty():
print('UNDERFLOW')
else:
del self.stacklist[-1]
self.top -= 1
class QUEUE:
def __init__(self, size):
self.queuelist = []
self.head = 0
self.tail = 0
self.size = size
def isEmpty(self):
if self.head == self.tail:
return True
else:
return False
def enqueue(self, x):
if self.tail == self.size - 1:
print("Overflow!!")
else:
self.queuelist.append(x)
self.tail += 1
def dequeue(self):
if self.tail == 0:
print("Underflow!!")
else:
del self.queuelist[0]
self.tail -= 1
class Node:
def __init__(self, key = None, prev = None, next = None):
self.prev = prev
self.key = key
self.next = next
def __str__(self):
return self.key
class LinkedList:
def __init__(self):
self.head = None
def insert(self, node_x):
if self.head == None:
self.head = node_x
else:
node_x.next = self.head
node_x.next.prev = node_x
self.head = node_x
def search(self, key):
x = self.head
while x != None and x.key != key:
x = x.next
return x
def delete(self, node_x):
# when node is not head
if node_x.prev != None:
node_x.prev.next = node_x.next
# when node is head
else:
self.head = node_x.next
# when node is not the last element in the Linkedlist
if node_x.next != None:
node_x.next.prev = node_x.prev
class LinkedList_s:
# Create a NIL node
def __init__(self):
self.NIL = Node()
self.NIL.next = self.NIL
self.NIL.prev = self.NIL
def insert(self, node_x):
node_x.next = self.NIL.next
self.NIL.next.prev = node_x
self.NIL.next = node_x
node_x.prev = self.NIL
def delete(self, node_x):
node_x.prev.next = node_x.next
node_x.next.prev = node_x.prev
def search(self, k):
x = self.NIL.next
while x != self.NIL and x.key != k:
x = x.next
return x
def __str__(self):
s = ""
x = self.NIL.next
while x != self.NIL:
s += x.key
x = x.next
return s
class sinLinkedList:
def __init__(self):
self.NIL = Node()
self.NIL.next = self.NIL
def insert(self, key):
node_x = Node(key)
node_x.next = self.NIL.next
self.NIL.next = node_x
def delete(self, key):
# Different from double linked list, to delete the first node X with key,
# we should traverse the list right from beginning, and
# record the node that comes right before X, which take O(n).
x = self.NIL.next
prev_x = self.NIL
while x != self.NIL and x.key != key:
x = x.next
prev_x = prev_x.next
prev_x.next = x.next
def search(self, key):
x = self.NIL.next
while x != self.NIL and x.key != key:
x = x.next
return x
# iterative
def reverse(self):
last = self.NIL
current = self.NIL.next
while current != self.NIL:
# nextnode is what the current points to
nextnode = current.next
# current points to the previous node
current.next = last
# replace last with current , current with nextcode
last = current
current = nextnode
self.NIL.next = last
def __str__(self):
s = ""
x = self.NIL.next
while x != self.NIL:
s += x.key
x = x.next
return s
class Stack_ll(sinLinkedList):
def isEmpty(self):
if self.NIL.next == self.NIL:
return True
else:
return False
def push(self, key):
# create a new Node x, with x.key = key
self.insert(key)
def pop(self):
if self.NIL.next != self.NIL:
self.NIL.next = self.NIL.next.next
else:
print('UnderFlow!!')
class Queue_ll(Stack_ll):
def __init__(self):
sinLinkedList.__init__(self)
self.Tail = self.NIL
def enqueue(self, key):
newnode = Node(key)
self.Tail.next = newnode
newnode.next = self.NIL
self.Tail = newnode
def dequeue(self):
self.pop()
class BSTnode:
def __init__(self, key = None):
self.p = None
self.l = None
self.r = None
self.lpass = 0
self.rpass = 0
self.printed = 0
self.key = key
class BST:
def __init__(self):
self.root = None
def treewalk(self, Nstart):
if Nstart != None:
self.treewalk(Nstart.l)
print(Nstart.key)
self.treewalk(Nstart.r)
def search(self, kvalue, startroot):
if kvalue > startroot.key:
return self.search(kvalue, startroot.r)
elif kvalue == startroot.key or startroot == None:
return startroot
else:
return self.search(kvalue, startroot.l)
def search2(self, kvalue):
Ncursor = self.root
while Ncursor != None and Ncursor.key != kvalue:
if kvalue > Ncursor.key:
Ncursor = Ncursor.r
else:
Ncursor = Ncursor.l
return Ncursor
def findmin(self, Nstart):
while Nstart.l != None:
Nstart = Nstart.l
return Nstart
def findmax(self, Nstart):
while Nstart.r != None:
Nstart = Nstart.r
return Nstart
def successor(self, Nstart):
if Nstart.r != None:
return self.findmin(Nstart)
Nparent = Nstart.p
while Nparent != None and Nparent.r == Nstart:
Nstart = Nparent
Nparent = Nparent.p
return Nparent
def insert(self, kvalue):
Nnew = BSTnode(kvalue)
if self.root == None:
self.root = Nnew
else:
Ncursor = self.root
while True:
if kvalue >= Ncursor.key:
if Ncursor.r == None:
Ncursor.r = Nnew
Nnew.p = Ncursor
break
else:
Ncursor = Ncursor.r
else:
if Ncursor.l == None:
Ncursor.l = Nnew
Nnew.p = Ncursor
break
else:
Ncursor = Ncursor.l
def transplant(self, Norigin, Nsub):
if Norigin.p == None:
self.root = Nsub
elif Norigin.p.l == Norigin:
Norigin.p.l = Nsub
else:
Norigin.p.r = Nsub
if Nsub != None:
Nsub.p = Norigin.p
def delete(self, kvalue):
Ntarget = self.search2(kvalue)
if Ntarget.l == None:
self.transplant(Ntarget, Ntarget.r)
elif Ntarget.r == None:
self.transplant(Ntarget, Ntarget.l)
else:
Nsuccessor = self.findmin(Ntarget.r)
if Nsuccessor.p != Ntarget:
self.transplant(Nsuccessor, Nsuccessor.r)
Nsuccessor.r = Ntarget.r
Nsuccessor.r.p = Nsuccessor
self.transplant(Ntarget, Nsuccessor)
Nsuccessor.l = Ntarget.l
Nsuccessor.l.p = Nsuccessor
def check(self, Nstart):
result = []
while Nstart != None:
if Nstart.lpass == 0 and Nstart.l != None:
Nstart.lpass = 1
Nstart = Nstart.l
continue
if Nstart.printed == 0:
if len(result) > 0:
if Nstart.key < result[-1]:
return False
else:
result.append(Nstart.key)
Nstart.printed = 1
else:
result.append(Nstart.key)
Nstart.printed = 1
if Nstart.rpass == 0 and Nstart.r != None:
Nstart.rpass = 1
Nstart = Nstart.r
continue
Nstart = Nstart.p
return True
if __name__ == '__main__':
sampleBST = BST()
sampleBST.insert(18)
sampleBST.insert(17)
sampleBST.insert(20)
sampleBST.insert(15)
sampleBST.insert(6)
sampleBST.insert(7)
sampleBST.insert(13)
sampleBST.insert(9)
sampleBST.insert(3)
sampleBST.insert(2)
sampleBST.insert(4)
print(sampleBST.check(sampleBST.root))