Valid Parentheses with Stack Data Structure

🚀 08/04/26 — Stack Foundations: Balancing Parentheses with Precision Today was a productive session where I successfully implemented the Valid Parentheses (LeetCode 20) challenge. This problem is a fundamental exercise in using the Stack data structure to manage nested relationships and maintain order-based logic. 🧱 The Valid Parentheses Logic The goal is to determine if an input string containing (, ), {, }, [ and ] is valid based on whether every open bracket is closed by the correct type and in the correct order. The Stack Strategy: Pushing: As I iterate through the string, whenever I encounter an opening bracket—(, {, or [—I push it onto the stack. Popping and Matching: When I encounter a closing bracket, I first check if the stack is empty. If it is, the string is invalid. Otherwise, I pop the top element from the stack and compare it to the current closing bracket. Validation: If the brackets don't match (e.g., a ) following a {), the function immediately returns false. Final Check: After the loop finishes, the string is only valid if the stack is completely empty, ensuring all open brackets were properly closed. Complexity Metrics: Time Complexity: O(n) where n is the length of the string, as we perform a single linear pass. Space Complexity: O(n) in the worst case where the string contains only opening brackets, requiring them all to be stored in the stack. 📈 Consistency Report Coming off my 50-day streak milestone, today's focus on stacks feels like a solid pivot from the sliding window and array patterns I've been mastering recently. The logic used here is remarkably similar to the structural checks I used in the "String Search" and "Mountain Array" problems earlier this month, where maintaining a specific state across iterations was key. Huge thanks to Anuj Kumar (a.k.a CTO Bhaiya on YouTube) for the continuous inspiration. Every new data structure I master adds another layer to my problem-solving toolkit! My tested O(n) stack-based implementation is attached below! 📄👇 #DSA #Java #Stack #ValidParentheses #DataStructures #Complexity #Consistency #LearningInPublic #CTOBhaiya

  • graphical user interface, text, application

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