Custom Java Stack Implementation with Array-Based LIFO Logic

Leveling up my DSA skills with Stacks! 🥞 Just finished writing a custom, array-based Stack implementation in Java. Instead of relying on built-in collections, I wanted to manually map out the exact LIFO (Last-In, First-Out) behavior from scratch. Here’s a breakdown of how I structured the code: 🔹 The Core State: Initialized a fixed-size integer array (size 6) along with a top pointer set to -1 to act as the index tracker for the current topmost element. 🔹 The push() Logic: Built to check boundaries first. If top < size - 1, it safely increments the pointer and adds the new value (array[++top] = value). If full, it catches the error and alerts that the stack is overflowing. 🔹 The pop() Logic: Verifies the stack isn't empty (top > -1), then dynamically retrieves the topmost value while decrementing the pointer (array[top--]), effectively "removing" the element. Testing edge cases is the best part. Purposefully pushing a 7th element (nums.push(22)) into my size-6 stack and seeing my custom "the stack is overflowing..." text pop up in the terminal proves the boundary validations are rock solid! Nothing beats the feeling of a bug-free terminal run! Onward to the next coding challenge. 🚀 #Java #Programming #DataStructures #Algorithms #ComputerScience #StudentDeveloper #LIFO

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