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Kazi Rahamatullah

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DSAStacksAlgorithmsInterview

Stack Applications — Undo, Parens & Postfix Visualized

Stack applications — undo systems, valid parentheses, postfix evaluation, with interactive visualizer and annotated function calls.

Jul 4, 20262 min read

Introduction

Stack applications appear everywhere LIFO ordering solves nesting, reversal, or backtracking. This guide walks through undo stacks, valid parentheses, and postfix evaluation with an interactive visualizer.

Quick index

#Section
1Application patterns
2Interactive visualizer
3Full implementation
4Interview tips

1. Application patterns

PatternStack role
UndoPush actions; pop to revert
Matching bracketsPush openers; pop and verify on closer
Postfix evalPush operands; pop two on operator
DFSPush visited nodes; pop to backtrack

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2. Interactive visualizer

Stack Applications — Undo, Parens & Postfix

Real patterns where LIFO ordering is essential.

top ↓
Delete
Type B
Type A
bottom

Editor undo — each action pushed; Ctrl+Z pops last action.

Undo stack

undoStack.push({ action: "type", text: "A" })→ [type A]
undoStack.push({ action: "type", text: "B" })→ [type A, type B]
undoStack.pop()→ revert "B"

Real apps: Figma, Google Docs, VS Code.

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3. Full implementation

js
function isValid(s) {
  const stack = [],
    map = { ')': '(', ']': '[', '}': '{' }
  for (const c of s) {
    if ('([{'.includes(c)) stack.push(c)
    else if (stack.pop() !== map[c]) return false
  }
  return stack.length === 0
}

Function calls with output

js
// ── Demo calls — output shown on the right ──
isValid('({[]})') // → true
isValid('([)]') // → false
isValid('') // → true

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4. Interview tips

Interview Answer

"How do you evaluate a postfix expression?"

Scan left to right. Numbers push onto stack. On operator, pop two operands, compute, push result. Final stack top is the answer.

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Summary

When the problem involves nesting, matching pairs, or undo, reach for a stack first.

Next reads: Stack Types · DSA Queues

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Kazi Rahamatullah

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Kazi Rahamatullah

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