To delete the intermediate element of the stack, you first need to remove the element above the intermediate element. After removing the intermediate elements, the elements above them need to be restored to maintain the original order. This operation can be implemented using a recursive method, as described below.
Due to the characteristics of the stack, we can only perform stack pressing and stacking operations on the top of the stack, so we cannot directly delete the intermediate elements of the stack.
Step to delete the middle element of the stack
Step 1: Determine the position of the intermediate element First, you need to determine the intermediate element of the stack, the method is as follows:
- If the stack contains 9 elements (indexes 0 to 8), the intermediate element is at position 4.
- If the stack contains even numbers of elements (for example, 4 elements), delete the first of the two intermediate elements.
- If the stack contains only one element, the element will be treated as an intermediate element and deleted.
Step 2: Recursively remove the element at the top of the stack until the intermediate element is reached.
Step 3: Once the intermediate element is reached, just pop it out of the stack and reassemble the stack to its original order.
Program
The following example deletes the intermediate element of the stack:
import java.util.Stack; public class Example { public static void deleteMidElement(Stack<Integer> stack, int currentIndex) { if (currentIndex == 0) { stack.pop(); return; } int temp = stack.pop(); deleteMidElement(stack, currentIndex - 1); stack.push(temp); } public static void main(String args[]) { Stack<Integer> stack = new Stack<>(); stack.push(9); stack.push(10); stack.push(0); stack.push(5); stack.push(7); int N = stack.size() / 2; System.out.println("刪除中間元素之前的堆棧: " + stack); deleteMidElement(stack, N); System.out.println("刪除中間元素之后的堆棧: " + stack); } }
The output of the above program is as follows:
<code>刪除中間元素之前的堆棧: [9, 10, 0, 5, 7] 刪除中間元素之后的堆棧: [9, 10, 5, 7]</code>
Explanation
In the main
method, we call the deleteMidElement()
method, the parameters are the index of the stack and the intermediate elements.
In the deleteMidElement()
method, we check whether currentIndex
is equal to 0. If true, the top of the stack is an intermediate element; otherwise, store the top of the stack in a variable, call deleteMidElement()
recursively, decrement currentIndex
by one each time, and then push the stored element back on the stack.
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