Implement Queue using Stacks
class QueueUsingStacks { private stack1: number[]; // Primary stack for enqueue operations private stack2: number[]; // Secondary stack for dequeue operations constructor() { this.stack1 = []; this.stack2 = []; } /** * Adds an element to the back of the queue. * @param x The elem...
This implementation demonstrates how to create a Queue data structure using only two Stacks. A queue follows a First-In, First-Out (FIFO) principle, while stacks follow a Last-In, First-Out (LIFO) principle. This is a cl...
The QueueUsingStacks class uses two stacks: `stack1` for enqueuing and `stack2` for dequeuing. When an element is enqueued, it's simply pushed onto `stack1`. When an element needs to be dequeued, the algorithm first checks if `stack2` is empty. If it is, all elements from `stack1` are popped and pushed onto `stack2`. This reversal process ensures that the elements in `stack2` are now in the correct FIFO order for dequeueing. The `dequeue` operation then pops from `stack2`. The `peek` operation works similarly to `dequeue` but does not remove the element. The `isEmpty` operation checks if both stacks are empty. The time complexity for `enqueue` is O(1). The `dequeue` and `peek` operations have an amortized time complexity of O(1), as each element is pushed and popped from each stack at most once over the lifetime of the queue. The space complexity is O(n), where n is the number of elements in the queue, due to the storage required by the two stacks.
class QueueUsingStacks: stack1 = empty stack stack2 = empty stack method enqueue(x): push x onto stack1 method dequeue(): if stack2 is empty: while stack1 is not empty: pop element from stack1 push element onto stack2 if...