Welcome to an exciting exploration of two fundamental data structures: Stacks and Queues! Remember, data structures store and organize data in a manner that is structured and efficient. Stacks and Queues are akin to stacking plates and standing in a line, respectively. Intriguing, isn't it? Let's dive in!
A Stack adheres to the "Last In, First Out" or LIFO principle. It's like a pile of plates where the last plate added is the first one to be removed. Python uses the list to create a stack, with append()
used for push
, and pop()
used for pop
.
Let's explore this using a pile of plates.
Python1class StackOfPlates: 2 def __init__(self): 3 self.stack = [] 4 5 # Inserts a plate at the top of the stack 6 def add_plate(self, plate): 7 self.stack.append(plate) 8 9 # Removes the top plate from the stack 10 def remove_plate(self): 11 if len(self.stack) == 0: 12 return "No plates left to remove!" 13 return self.stack.pop() 14 15# Create a stack of plates 16plates = StackOfPlates() 17plates.add_plate('Plate') # Pushing a plate 18plates.add_plate('Another Plate') # Pushing another plate 19# Let's remove a plate; it should be the last one we added. 20print('Removed:', plates.remove_plate()) # Outputs: Removed: Another Plate
The last plate added was removed first, demonstrating the LIFO property of a stack.
A Queue represents the "First In, First Out" or FIFO principle, much like waiting in line at the grocery store. Python's deque
class creates queues according to the FIFO principle, providing append()
for enqueue
and popleft()
for dequeue
.
Let's examine this through a queue of people.
Python1from collections import deque 2 3class QueueOfPeople: 4 def __init__(self): 5 self.queue = deque([]) 6 7 # Add a person to the end of the queue 8 def enqueue_person(self, person): 9 self.queue.append(person) 10 11 # Remove the first person from the queue (who has been waiting the longest) 12 def dequeue_person(self): 13 if len(self.queue) == 0: 14 return "No people left to dequeue!" 15 return self.queue.popleft() 16 17# Create a queue of people 18people = QueueOfPeople() 19people.enqueue_person('Person 1') # Person 1 enters the queue 20people.enqueue_person('Person 2') # Person 2 arrives after Person 1 21# Who's next in line? It must be Person 1! 22print('Removed:', people.dequeue_person()) # Outputs: Removed: Person 1
Here, Person 1, the first to join the queue, left before Person 2, demonstrating the FIFO property of a queue.
Stacks handle ordered data efficiently, much like your web browser's history. Queues, on the other hand, are optimal when the order of arrival is essential, such as in a store queue.
Let's depict the two structures in a text editor that features an Undo mechanism (a Stack) and a Print Queue.
Python1from collections import deque 2 3class TextEditor: 4 def __init__(self): 5 self.stack = [] 6 self.queue = deque([]) 7 8 # Make a change (e.g., edit text, insert image, change font) 9 def make_change(self, action): 10 self.stack.append(action) # Add to the stack of actions 11 12 # Undo the most recent change 13 def undo_change(self): 14 if len(self.stack) == 0: 15 return "No changes to undo!" 16 return self.stack.pop() # Remove the last action from the stack 17 18 # Add a document to the queue for printing 19 def add_to_print(self, doc): 20 self.queue.append(doc) 21 22 # Print the document that has been waiting the longest 23 def print_doc(self): 24 if len(self.queue) == 0: 25 return "No documents in print queue!" 26 return self.queue.popleft() # Remove the first document from the queue 27 28# Use our text editor! 29editor = TextEditor() 30editor.make_change("Changed font size") # Make a change 31editor.make_change("Inserted image") # Make another change 32# Let's undo a change. It should be the last change we made. 33print('Undo:', editor.undo_change()) # Undo: Inserted image 34 35editor.add_to_print("Proposal.docx") # Queue a document for printing 36editor.add_to_print("Report.xlsx") # Queue another document 37# Let's print a document. It should be the document that has been waiting the longest. 38print('Print:', editor.print_doc()) # Print: Proposal.docx
This code reintroduces the concepts of a Stack (Undo feature) and Queue (Print queue) in the context of a real-life scenario.
Great work! You have examined the mechanics of Stacks and Queues, both integral data structures. Remember to practice what you've learned. Happy coding!